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cmd/syncthing: Enable KCP by default

Browse Source 
Also, use upstream library, as my changes have been merged.
This commit is contained in:
Audrius Butkevicius 2017-10-17 23:17:10 +01:00 committed by GitHub
parent 889814a1af
commit fb7264a663
55 changed files with 3016 additions and 2798 deletions
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5
lib/config/config.go
View File

@ -48,11 +48,8 @@ var (
DefaultListenAddresses = []string{
util.Address("tcp", net.JoinHostPort("0.0.0.0", strconv.Itoa(DefaultTCPPort))),
"dynamic+https://relays.syncthing.net/endpoint",
util.Address("kcp", net.JoinHostPort("0.0.0.0", strconv.Itoa(DefaultKCPPort))),
}
// DefaultKCPListenAddress gets added to the default listen address set
// when the appropriate feature flag is set. Feature flag stuff to be
// removed later.
DefaultKCPListenAddress = util.Address("kcp", net.JoinHostPort("0.0.0.0", strconv.Itoa(DefaultKCPPort)))
// DefaultDiscoveryServersV4 should be substituted when the configuration
// contains <globalAnnounceServer>default-v4</globalAnnounceServer>.
DefaultDiscoveryServersV4 = []string{

2
lib/config/config_test.go
View File

@ -68,7 +68,6 @@ func TestDefaultValues(t *testing.T) {
WeakHashSelectionMethod: WeakHashAuto,
StunKeepaliveS: 24,
StunServers: []string{"default"},
DefaultKCPEnabled: false,
KCPCongestionControl: true,
KCPReceiveWindowSize: 128,
KCPSendWindowSize: 128,
@ -214,7 +213,6 @@ func TestOverriddenValues(t *testing.T) {
WeakHashSelectionMethod: WeakHashNever,
StunKeepaliveS: 10,
StunServers: []string{"a.stun.com", "b.stun.com"},
DefaultKCPEnabled: true,
KCPCongestionControl: false,
KCPReceiveWindowSize: 1280,
KCPSendWindowSize: 1280,

1
lib/config/optionsconfiguration.go
View File

@ -134,7 +134,6 @@ type OptionsConfiguration struct {
WeakHashSelectionMethod WeakHashSelectionMethod `xml:"weakHashSelectionMethod" json:"weakHashSelectionMethod"`
StunServers []string `xml:"stunServer" json:"stunServers" default:"default"`
StunKeepaliveS int `xml:"stunKeepaliveSeconds" json:"stunKeepaliveSeconds" default:"24"`
DefaultKCPEnabled bool `xml:"defaultKCPEnabled" json:"defaultKCPEnabled" default:"false"`
KCPNoDelay bool `xml:"kcpNoDelay" json:"kcpNoDelay" default:"false"`
KCPUpdateIntervalMs int `xml:"kcpUpdateIntervalMs" json:"kcpUpdateIntervalMs" default:"25"`
KCPFastResend bool `xml:"kcpFastResend" json:"kcpFastResend" default:"false"`

1
lib/config/testdata/overridenvalues.xml vendored
View File

@ -38,7 +38,6 @@
<stunKeepaliveSeconds>10</stunKeepaliveSeconds>
<stunServer>a.stun.com</stunServer>
<stunServer>b.stun.com</stunServer>
<defaultKCPEnabled>true</defaultKCPEnabled>
<kcpCongestionControl>false</kcpCongestionControl>
<kcpReceiveWindowSize>1280</kcpReceiveWindowSize>
<kcpSendWindowSize>1280</kcpSendWindowSize>

3
lib/config/wrapper.go
View File

@ -423,9 +423,6 @@ func (w *Wrapper) ListenAddresses() []string {
switch addr {
case "default":
addresses = append(addresses, DefaultListenAddresses...)
if w.cfg.Options.DefaultKCPEnabled { // temporary feature flag
addresses = append(addresses, DefaultKCPListenAddress)
}
default:
addresses = append(addresses, addr)
}

2
lib/connections/kcp_dial.go
View File

@ -11,9 +11,9 @@ import (
"net/url"
"time"
"github.com/AudriusButkevicius/kcp-go"
"github.com/syncthing/syncthing/lib/config"
"github.com/syncthing/syncthing/lib/protocol"
"github.com/xtaci/kcp-go"
"github.com/xtaci/smux"
)

2
lib/connections/kcp_listen.go
View File

@ -15,9 +15,9 @@ import (
"sync/atomic"
"time"
"github.com/AudriusButkevicius/kcp-go"
"github.com/AudriusButkevicius/pfilter"
"github.com/ccding/go-stun/stun"
"github.com/xtaci/kcp-go"
"github.com/xtaci/smux"
"github.com/syncthing/syncthing/lib/config"

2
lib/protocol/benchmark_test.go
View File

@ -8,8 +8,8 @@ import (
"net"
"testing"
"github.com/AudriusButkevicius/kcp-go"
"github.com/syncthing/syncthing/lib/dialer"
"github.com/xtaci/kcp-go"
)
func BenchmarkRequestsRawTCP(b *testing.B) {

125
vendor/github.com/klauspost/reedsolomon/examples/simple-decoder.go generated vendored
View File

@ -1,125 +0,0 @@
//+build ignore
// Copyright 2015, Klaus Post, see LICENSE for details.
//
// Simple decoder example.
//
// The decoder reverses the process of "simple-encoder.go"
//
// To build an executable use:
//
// go build simple-decoder.go
//
// Simple Encoder/Decoder Shortcomings:
// * If the file size of the input isn't diviable by the number of data shards
// the output will contain extra zeroes
//
// * If the shard numbers isn't the same for the decoder as in the
// encoder, invalid output will be generated.
//
// * If values have changed in a shard, it cannot be reconstructed.
//
// * If two shards have been swapped, reconstruction will always fail.
// You need to supply the shards in the same order as they were given to you.
//
// The solution for this is to save a metadata file containing:
//
// * File size.
// * The number of data/parity shards.
// * HASH of each shard.
// * Order of the shards.
//
// If you save these properties, you should abe able to detect file corruption
// in a shard and be able to reconstruct your data if you have the needed number of shards left.
package main
import (
"flag"
"fmt"
"io/ioutil"
"os"
"github.com/klauspost/reedsolomon"
)
var dataShards = flag.Int("data", 4, "Number of shards to split the data into")
var parShards = flag.Int("par", 2, "Number of parity shards")
var outFile = flag.String("out", "", "Alternative output path/file")
func init() {
flag.Usage = func() {
fmt.Fprintf(os.Stderr, "Usage of %s:\n", os.Args[0])
fmt.Fprintf(os.Stderr, " simple-decoder [-flags] basefile.ext\nDo not add the number to the filename.\n")
fmt.Fprintf(os.Stderr, "Valid flags:\n")
flag.PrintDefaults()
}
}
func main() {
// Parse flags
flag.Parse()
args := flag.Args()
if len(args) != 1 {
fmt.Fprintf(os.Stderr, "Error: No filenames given\n")
flag.Usage()
os.Exit(1)
}
fname := args[0]
// Create matrix
enc, err := reedsolomon.New(*dataShards, *parShards)
checkErr(err)
// Create shards and load the data.
shards := make([][]byte, *dataShards+*parShards)
for i := range shards {
infn := fmt.Sprintf("%s.%d", fname, i)
fmt.Println("Opening", infn)
shards[i], err = ioutil.ReadFile(infn)
if err != nil {
fmt.Println("Error reading file", err)
shards[i] = nil
}
}
// Verify the shards
ok, err := enc.Verify(shards)
if ok {
fmt.Println("No reconstruction needed")
} else {
fmt.Println("Verification failed. Reconstructing data")
err = enc.Reconstruct(shards)
if err != nil {
fmt.Println("Reconstruct failed -", err)
os.Exit(1)
}
ok, err = enc.Verify(shards)
if !ok {
fmt.Println("Verification failed after reconstruction, data likely corrupted.")
os.Exit(1)
}
checkErr(err)
}
// Join the shards and write them
outfn := *outFile
if outfn == "" {
outfn = fname
}
fmt.Println("Writing data to", outfn)
f, err := os.Create(outfn)
checkErr(err)
// We don't know the exact filesize.
err = enc.Join(f, shards, len(shards[0])**dataShards)
checkErr(err)
}
func checkErr(err error) {
if err != nil {
fmt.Fprintf(os.Stderr, "Error: %s", err.Error())
os.Exit(2)
}
}

112
vendor/github.com/klauspost/reedsolomon/examples/simple-encoder.go generated vendored
View File

@ -1,112 +0,0 @@
//+build ignore
// Copyright 2015, Klaus Post, see LICENSE for details.
//
// Simple encoder example
//
// The encoder encodes a simgle file into a number of shards
// To reverse the process see "simpledecoder.go"
//
// To build an executable use:
//
// go build simple-decoder.go
//
// Simple Encoder/Decoder Shortcomings:
// * If the file size of the input isn't diviable by the number of data shards
// the output will contain extra zeroes
//
// * If the shard numbers isn't the same for the decoder as in the
// encoder, invalid output will be generated.
//
// * If values have changed in a shard, it cannot be reconstructed.
//
// * If two shards have been swapped, reconstruction will always fail.
// You need to supply the shards in the same order as they were given to you.
//
// The solution for this is to save a metadata file containing:
//
// * File size.
// * The number of data/parity shards.
// * HASH of each shard.
// * Order of the shards.
//
// If you save these properties, you should abe able to detect file corruption
// in a shard and be able to reconstruct your data if you have the needed number of shards left.
package main
import (
"flag"
"fmt"
"io/ioutil"
"os"
"path/filepath"
"github.com/klauspost/reedsolomon"
)
var dataShards = flag.Int("data", 4, "Number of shards to split the data into, must be below 257.")
var parShards = flag.Int("par", 2, "Number of parity shards")
var outDir = flag.String("out", "", "Alternative output directory")
func init() {
flag.Usage = func() {
fmt.Fprintf(os.Stderr, "Usage of %s:\n", os.Args[0])
fmt.Fprintf(os.Stderr, " simple-encoder [-flags] filename.ext\n\n")
fmt.Fprintf(os.Stderr, "Valid flags:\n")
flag.PrintDefaults()
}
}
func main() {
// Parse command line parameters.
flag.Parse()
args := flag.Args()
if len(args) != 1 {
fmt.Fprintf(os.Stderr, "Error: No input filename given\n")
flag.Usage()
os.Exit(1)
}
if *dataShards > 257 {
fmt.Fprintf(os.Stderr, "Error: Too many data shards\n")
os.Exit(1)
}
fname := args[0]
// Create encoding matrix.
enc, err := reedsolomon.New(*dataShards, *parShards)
checkErr(err)
fmt.Println("Opening", fname)
b, err := ioutil.ReadFile(fname)
checkErr(err)
// Split the file into equally sized shards.
shards, err := enc.Split(b)
checkErr(err)
fmt.Printf("File split into %d data+parity shards with %d bytes/shard.\n", len(shards), len(shards[0]))
// Encode parity
err = enc.Encode(shards)
checkErr(err)
// Write out the resulting files.
dir, file := filepath.Split(fname)
if *outDir != "" {
dir = *outDir
}
for i, shard := range shards {
outfn := fmt.Sprintf("%s.%d", file, i)
fmt.Println("Writing to", outfn)
err = ioutil.WriteFile(filepath.Join(dir, outfn), shard, os.ModePerm)
checkErr(err)
}
}
func checkErr(err error) {
if err != nil {
fmt.Fprintf(os.Stderr, "Error: %s", err.Error())
os.Exit(2)
}
}

167
vendor/github.com/klauspost/reedsolomon/examples/stream-decoder.go generated vendored
View File

@ -1,167 +0,0 @@
//+build ignore
// Copyright 2015, Klaus Post, see LICENSE for details.
//
// Stream decoder example.
//
// The decoder reverses the process of "stream-encoder.go"
//
// To build an executable use:
//
// go build stream-decoder.go
//
// Simple Encoder/Decoder Shortcomings:
// * If the file size of the input isn't dividable by the number of data shards
// the output will contain extra zeroes
//
// * If the shard numbers isn't the same for the decoder as in the
// encoder, invalid output will be generated.
//
// * If values have changed in a shard, it cannot be reconstructed.
//
// * If two shards have been swapped, reconstruction will always fail.
// You need to supply the shards in the same order as they were given to you.
//
// The solution for this is to save a metadata file containing:
//
// * File size.
// * The number of data/parity shards.
// * HASH of each shard.
// * Order of the shards.
//
// If you save these properties, you should abe able to detect file corruption
// in a shard and be able to reconstruct your data if you have the needed number of shards left.
package main
import (
"flag"
"fmt"
"io"
"os"
"path/filepath"
"github.com/klauspost/reedsolomon"
)
var dataShards = flag.Int("data", 4, "Number of shards to split the data into")
var parShards = flag.Int("par", 2, "Number of parity shards")
var outFile = flag.String("out", "", "Alternative output path/file")
func init() {
flag.Usage = func() {
fmt.Fprintf(os.Stderr, "Usage of %s:\n", os.Args[0])
fmt.Fprintf(os.Stderr, " %s [-flags] basefile.ext\nDo not add the number to the filename.\n", os.Args[0])
fmt.Fprintf(os.Stderr, "Valid flags:\n")
flag.PrintDefaults()
}
}
func main() {
// Parse flags
flag.Parse()
args := flag.Args()
if len(args) != 1 {
fmt.Fprintf(os.Stderr, "Error: No filenames given\n")
flag.Usage()
os.Exit(1)
}
fname := args[0]
// Create matrix
enc, err := reedsolomon.NewStream(*dataShards, *parShards)
checkErr(err)
// Open the inputs
shards, size, err := openInput(*dataShards, *parShards, fname)
checkErr(err)
// Verify the shards
ok, err := enc.Verify(shards)
if ok {
fmt.Println("No reconstruction needed")
} else {
fmt.Println("Verification failed. Reconstructing data")
shards, size, err = openInput(*dataShards, *parShards, fname)
checkErr(err)
// Create out destination writers
out := make([]io.Writer, len(shards))
for i := range out {
if shards[i] == nil {
dir, _ := filepath.Split(fname)
outfn := fmt.Sprintf("%s.%d", fname, i)
fmt.Println("Creating", outfn)
out[i], err = os.Create(filepath.Join(dir, outfn))
checkErr(err)
}
}
err = enc.Reconstruct(shards, out)
if err != nil {
fmt.Println("Reconstruct failed -", err)
os.Exit(1)
}
// Close output.
for i := range out {
if out[i] != nil {
err := out[i].(*os.File).Close()
checkErr(err)
}
}
shards, size, err = openInput(*dataShards, *parShards, fname)
ok, err = enc.Verify(shards)
if !ok {
fmt.Println("Verification failed after reconstruction, data likely corrupted:", err)
os.Exit(1)
}
checkErr(err)
}
// Join the shards and write them
outfn := *outFile
if outfn == "" {
outfn = fname
}
fmt.Println("Writing data to", outfn)
f, err := os.Create(outfn)
checkErr(err)
shards, size, err = openInput(*dataShards, *parShards, fname)
checkErr(err)
// We don't know the exact filesize.
err = enc.Join(f, shards, int64(*dataShards)*size)
checkErr(err)
}
func openInput(dataShards, parShards int, fname string) (r []io.Reader, size int64, err error) {
// Create shards and load the data.
shards := make([]io.Reader, dataShards+parShards)
for i := range shards {
infn := fmt.Sprintf("%s.%d", fname, i)
fmt.Println("Opening", infn)
f, err := os.Open(infn)
if err != nil {
fmt.Println("Error reading file", err)
shards[i] = nil
continue
} else {
shards[i] = f
}
stat, err := f.Stat()
checkErr(err)
if stat.Size() > 0 {
size = stat.Size()
} else {
shards[i] = nil
}
}
return shards, size, nil
}
func checkErr(err error) {
if err != nil {
fmt.Fprintf(os.Stderr, "Error: %s", err.Error())
os.Exit(2)
}
}

142
vendor/github.com/klauspost/reedsolomon/examples/stream-encoder.go generated vendored
View File

@ -1,142 +0,0 @@
//+build ignore
// Copyright 2015, Klaus Post, see LICENSE for details.
//
// Simple stream encoder example
//
// The encoder encodes a single file into a number of shards
// To reverse the process see "stream-decoder.go"
//
// To build an executable use:
//
// go build stream-encoder.go
//
// Simple Encoder/Decoder Shortcomings:
// * If the file size of the input isn't dividable by the number of data shards
// the output will contain extra zeroes
//
// * If the shard numbers isn't the same for the decoder as in the
// encoder, invalid output will be generated.
//
// * If values have changed in a shard, it cannot be reconstructed.
//
// * If two shards have been swapped, reconstruction will always fail.
// You need to supply the shards in the same order as they were given to you.
//
// The solution for this is to save a metadata file containing:
//
// * File size.
// * The number of data/parity shards.
// * HASH of each shard.
// * Order of the shards.
//
// If you save these properties, you should abe able to detect file corruption
// in a shard and be able to reconstruct your data if you have the needed number of shards left.
package main
import (
"flag"
"fmt"
"os"
"path/filepath"
"io"
"github.com/klauspost/reedsolomon"
)
var dataShards = flag.Int("data", 4, "Number of shards to split the data into, must be below 257.")
var parShards = flag.Int("par", 2, "Number of parity shards")
var outDir = flag.String("out", "", "Alternative output directory")
func init() {
flag.Usage = func() {
fmt.Fprintf(os.Stderr, "Usage of %s:\n", os.Args[0])
fmt.Fprintf(os.Stderr, " %s [-flags] filename.ext\n\n", os.Args[0])
fmt.Fprintf(os.Stderr, "Valid flags:\n")
flag.PrintDefaults()
}
}
func main() {
// Parse command line parameters.
flag.Parse()
args := flag.Args()
if len(args) != 1 {
fmt.Fprintf(os.Stderr, "Error: No input filename given\n")
flag.Usage()
os.Exit(1)
}
if *dataShards > 257 {
fmt.Fprintf(os.Stderr, "Error: Too many data shards\n")
os.Exit(1)
}
fname := args[0]
// Create encoding matrix.
enc, err := reedsolomon.NewStream(*dataShards, *parShards)
checkErr(err)
fmt.Println("Opening", fname)
f, err := os.Open(fname)
checkErr(err)
instat, err := f.Stat()
checkErr(err)
shards := *dataShards + *parShards
out := make([]*os.File, shards)
// Create the resulting files.
dir, file := filepath.Split(fname)
if *outDir != "" {
dir = *outDir
}
for i := range out {
outfn := fmt.Sprintf("%s.%d", file, i)
fmt.Println("Creating", outfn)
out[i], err = os.Create(filepath.Join(dir, outfn))
checkErr(err)
}
// Split into files.
data := make([]io.Writer, *dataShards)
for i := range data {
data[i] = out[i]
}
// Do the split
err = enc.Split(f, data, instat.Size())
checkErr(err)
// Close and re-open the files.
input := make([]io.Reader, *dataShards)
for i := range data {
out[i].Close()
f, err := os.Open(out[i].Name())
checkErr(err)
input[i] = f
defer f.Close()
}
// Create parity output writers
parity := make([]io.Writer, *parShards)
for i := range parity {
parity[i] = out[*dataShards+i]
defer out[*dataShards+i].Close()
}
// Encode parity
err = enc.Encode(input, parity)
checkErr(err)
fmt.Printf("File split into %d data + %d parity shards.\n", *dataShards, *parShards)
}
func checkErr(err error) {
if err != nil {
fmt.Fprintf(os.Stderr, "Error: %s", err.Error())
os.Exit(2)
}
}

134
vendor/github.com/klauspost/reedsolomon/galois.go generated vendored
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File diff suppressed because one or more lines are too long

73
vendor/github.com/klauspost/reedsolomon/galois_amd64.go generated vendored
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@ -1,73 +0,0 @@
//+build !noasm
//+build !appengine
// Copyright 2015, Klaus Post, see LICENSE for details.
package reedsolomon
//go:noescape
func galMulSSSE3(low, high, in, out []byte)
//go:noescape
func galMulSSSE3Xor(low, high, in, out []byte)
//go:noescape
func galMulAVX2Xor(low, high, in, out []byte)
//go:noescape
func galMulAVX2(low, high, in, out []byte)
// This is what the assembler rountes does in blocks of 16 bytes:
/*
func galMulSSSE3(low, high, in, out []byte) {
for n, input := range in {
l := input & 0xf
h := input >> 4
out[n] = low[l] ^ high[h]
}
}
func galMulSSSE3Xor(low, high, in, out []byte) {
for n, input := range in {
l := input & 0xf
h := input >> 4
out[n] ^= low[l] ^ high[h]
}
}
*/
func galMulSlice(c byte, in, out []byte, ssse3, avx2 bool) {
var done int
if avx2 {
galMulAVX2(mulTableLow[c][:], mulTableHigh[c][:], in, out)
done = (len(in) >> 5) << 5
} else if ssse3 {
galMulSSSE3(mulTableLow[c][:], mulTableHigh[c][:], in, out)
done = (len(in) >> 4) << 4
}
remain := len(in) - done
if remain > 0 {
mt := mulTable[c]
for i := done; i < len(in); i++ {
out[i] = mt[in[i]]
}
}
}
func galMulSliceXor(c byte, in, out []byte, ssse3, avx2 bool) {
var done int
if avx2 {
galMulAVX2Xor(mulTableLow[c][:], mulTableHigh[c][:], in, out)
done = (len(in) >> 5) << 5
} else if ssse3 {
galMulSSSE3Xor(mulTableLow[c][:], mulTableHigh[c][:], in, out)
done = (len(in) >> 4) << 4
}
remain := len(in) - done
if remain > 0 {
mt := mulTable[c]
for i := done; i < len(in); i++ {
out[i] ^= mt[in[i]]
}
}
}

164
vendor/github.com/klauspost/reedsolomon/galois_amd64.s generated vendored
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@ -1,164 +0,0 @@
//+build !noasm !appengine
// Copyright 2015, Klaus Post, see LICENSE for details.
// Based on http://www.snia.org/sites/default/files2/SDC2013/presentations/NewThinking/EthanMiller_Screaming_Fast_Galois_Field%20Arithmetic_SIMD%20Instructions.pdf
// and http://jerasure.org/jerasure/gf-complete/tree/master
// func galMulSSSE3Xor(low, high, in, out []byte)
TEXT ·galMulSSSE3Xor(SB), 7, $0
MOVQ low+0(FP), SI // SI: &low
MOVQ high+24(FP), DX // DX: &high
MOVOU (SI), X6 // X6 low
MOVOU (DX), X7 // X7: high
MOVQ $15, BX // BX: low mask
MOVQ BX, X8
PXOR X5, X5
MOVQ in+48(FP), SI // R11: &in
MOVQ in_len+56(FP), R9 // R9: len(in)
MOVQ out+72(FP), DX // DX: &out
PSHUFB X5, X8 // X8: lomask (unpacked)
SHRQ $4, R9 // len(in) / 16
CMPQ R9, $0
JEQ done_xor
loopback_xor:
MOVOU (SI), X0 // in[x]
MOVOU (DX), X4 // out[x]
MOVOU X0, X1 // in[x]
MOVOU X6, X2 // low copy
MOVOU X7, X3 // high copy
PSRLQ $4, X1 // X1: high input
PAND X8, X0 // X0: low input
PAND X8, X1 // X0: high input
PSHUFB X0, X2 // X2: mul low part
PSHUFB X1, X3 // X3: mul high part
PXOR X2, X3 // X3: Result
PXOR X4, X3 // X3: Result xor existing out
MOVOU X3, (DX) // Store
ADDQ $16, SI // in+=16
ADDQ $16, DX // out+=16
SUBQ $1, R9
JNZ loopback_xor
done_xor:
RET
// func galMulSSSE3(low, high, in, out []byte)
TEXT ·galMulSSSE3(SB), 7, $0
MOVQ low+0(FP), SI // SI: &low
MOVQ high+24(FP), DX // DX: &high
MOVOU (SI), X6 // X6 low
MOVOU (DX), X7 // X7: high
MOVQ $15, BX // BX: low mask
MOVQ BX, X8
PXOR X5, X5
MOVQ in+48(FP), SI // R11: &in
MOVQ in_len+56(FP), R9 // R9: len(in)
MOVQ out+72(FP), DX // DX: &out
PSHUFB X5, X8 // X8: lomask (unpacked)
SHRQ $4, R9 // len(in) / 16
CMPQ R9, $0
JEQ done
loopback:
MOVOU (SI), X0 // in[x]
MOVOU X0, X1 // in[x]
MOVOU X6, X2 // low copy
MOVOU X7, X3 // high copy
PSRLQ $4, X1 // X1: high input
PAND X8, X0 // X0: low input
PAND X8, X1 // X0: high input
PSHUFB X0, X2 // X2: mul low part
PSHUFB X1, X3 // X3: mul high part
PXOR X2, X3 // X3: Result
MOVOU X3, (DX) // Store
ADDQ $16, SI // in+=16
ADDQ $16, DX // out+=16
SUBQ $1, R9
JNZ loopback
done:
RET
// func galMulAVX2Xor(low, high, in, out []byte)
TEXT ·galMulAVX2Xor(SB), 7, $0
MOVQ low+0(FP), SI // SI: &low
MOVQ high+24(FP), DX // DX: &high
MOVQ $15, BX // BX: low mask
MOVQ BX, X5
MOVOU (SI), X6 // X6 low
MOVOU (DX), X7 // X7: high
MOVQ in_len+56(FP), R9 // R9: len(in)
LONG $0x384de3c4; WORD $0x01f6 // VINSERTI128 YMM6, YMM6, XMM6, 1 ; low
LONG $0x3845e3c4; WORD $0x01ff // VINSERTI128 YMM7, YMM7, XMM7, 1 ; high
LONG $0x787d62c4; BYTE $0xc5 // VPBROADCASTB YMM8, XMM5 ; X8: lomask (unpacked)
SHRQ $5, R9 // len(in) /32
MOVQ out+72(FP), DX // DX: &out
MOVQ in+48(FP), SI // R11: &in
TESTQ R9, R9
JZ done_xor_avx2
loopback_xor_avx2:
LONG $0x066ffec5 // VMOVDQU YMM0, [rsi]
LONG $0x226ffec5 // VMOVDQU YMM4, [rdx]
LONG $0xd073f5c5; BYTE $0x04 // VPSRLQ YMM1, YMM0, 4 ; X1: high input
LONG $0xdb7dc1c4; BYTE $0xc0 // VPAND YMM0, YMM0, YMM8 ; X0: low input
LONG $0xdb75c1c4; BYTE $0xc8 // VPAND YMM1, YMM1, YMM8 ; X1: high input
LONG $0x004de2c4; BYTE $0xd0 // VPSHUFB YMM2, YMM6, YMM0 ; X2: mul low part
LONG $0x0045e2c4; BYTE $0xd9 // VPSHUFB YMM3, YMM7, YMM1 ; X2: mul high part
LONG $0xdbefedc5 // VPXOR YMM3, YMM2, YMM3 ; X3: Result
LONG $0xe4efe5c5 // VPXOR YMM4, YMM3, YMM4 ; X4: Result
LONG $0x227ffec5 // VMOVDQU [rdx], YMM4
ADDQ $32, SI // in+=32
ADDQ $32, DX // out+=32
SUBQ $1, R9
JNZ loopback_xor_avx2
done_xor_avx2:
// VZEROUPPER
BYTE $0xc5; BYTE $0xf8; BYTE $0x77
RET
// func galMulAVX2(low, high, in, out []byte)
TEXT ·galMulAVX2(SB), 7, $0
MOVQ low+0(FP), SI // SI: &low
MOVQ high+24(FP), DX // DX: &high
MOVQ $15, BX // BX: low mask
MOVQ BX, X5
MOVOU (SI), X6 // X6 low
MOVOU (DX), X7 // X7: high
MOVQ in_len+56(FP), R9 // R9: len(in)
LONG $0x384de3c4; WORD $0x01f6 // VINSERTI128 YMM6, YMM6, XMM6, 1 ; low
LONG $0x3845e3c4; WORD $0x01ff // VINSERTI128 YMM7, YMM7, XMM7, 1 ; high
LONG $0x787d62c4; BYTE $0xc5 // VPBROADCASTB YMM8, XMM5 ; X8: lomask (unpacked)
SHRQ $5, R9 // len(in) /32
MOVQ out+72(FP), DX // DX: &out
MOVQ in+48(FP), SI // R11: &in
TESTQ R9, R9
JZ done_avx2
loopback_avx2:
LONG $0x066ffec5 // VMOVDQU YMM0, [rsi]
LONG $0xd073f5c5; BYTE $0x04 // VPSRLQ YMM1, YMM0, 4 ; X1: high input
LONG $0xdb7dc1c4; BYTE $0xc0 // VPAND YMM0, YMM0, YMM8 ; X0: low input
LONG $0xdb75c1c4; BYTE $0xc8 // VPAND YMM1, YMM1, YMM8 ; X1: high input
LONG $0x004de2c4; BYTE $0xd0 // VPSHUFB YMM2, YMM6, YMM0 ; X2: mul low part
LONG $0x0045e2c4; BYTE $0xd9 // VPSHUFB YMM3, YMM7, YMM1 ; X2: mul high part
LONG $0xe3efedc5 // VPXOR YMM4, YMM2, YMM3 ; X4: Result
LONG $0x227ffec5 // VMOVDQU [rdx], YMM4
ADDQ $32, SI // in+=32
ADDQ $32, DX // out+=32
SUBQ $1, R9
JNZ loopback_avx2
done_avx2:
BYTE $0xc5; BYTE $0xf8; BYTE $0x77 // VZEROUPPER
RET

19
vendor/github.com/klauspost/reedsolomon/galois_noasm.go generated vendored
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@ -1,19 +0,0 @@
//+build !amd64 noasm appengine
// Copyright 2015, Klaus Post, see LICENSE for details.
package reedsolomon
func galMulSlice(c byte, in, out []byte, ssse3, avx2 bool) {
mt := mulTable[c]
for n, input := range in {
out[n] = mt[input]
}
}
func galMulSliceXor(c byte, in, out []byte, ssse3, avx2 bool) {
mt := mulTable[c]
for n, input := range in {
out[n] ^= mt[input]
}
}

132
vendor/github.com/klauspost/reedsolomon/gentables.go generated vendored
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@ -1,132 +0,0 @@
//+build ignore
package main
import (
"fmt"
)
var logTable = [fieldSize]int16{
-1, 0, 1, 25, 2, 50, 26, 198,
3, 223, 51, 238, 27, 104, 199, 75,
4, 100, 224, 14, 52, 141, 239, 129,
28, 193, 105, 248, 200, 8, 76, 113,
5, 138, 101, 47, 225, 36, 15, 33,
53, 147, 142, 218, 240, 18, 130, 69,
29, 181, 194, 125, 106, 39, 249, 185,
201, 154, 9, 120, 77, 228, 114, 166,
6, 191, 139, 98, 102, 221, 48, 253,
226, 152, 37, 179, 16, 145, 34, 136,
54, 208, 148, 206, 143, 150, 219, 189,
241, 210, 19, 92, 131, 56, 70, 64,
30, 66, 182, 163, 195, 72, 126, 110,
107, 58, 40, 84, 250, 133, 186, 61,
202, 94, 155, 159, 10, 21, 121, 43,
78, 212, 229, 172, 115, 243, 167, 87,
7, 112, 192, 247, 140, 128, 99, 13,
103, 74, 222, 237, 49, 197, 254, 24,
227, 165, 153, 119, 38, 184, 180, 124,
17, 68, 146, 217, 35, 32, 137, 46,
55, 63, 209, 91, 149, 188, 207, 205,
144, 135, 151, 178, 220, 252, 190, 97,
242, 86, 211, 171, 20, 42, 93, 158,
132, 60, 57, 83, 71, 109, 65, 162,
31, 45, 67, 216, 183, 123, 164, 118,
196, 23, 73, 236, 127, 12, 111, 246,
108, 161, 59, 82, 41, 157, 85, 170,
251, 96, 134, 177, 187, 204, 62, 90,
203, 89, 95, 176, 156, 169, 160, 81,
11, 245, 22, 235, 122, 117, 44, 215,
79, 174, 213, 233, 230, 231, 173, 232,
116, 214, 244, 234, 168, 80, 88, 175,
}
const (
// The number of elements in the field.
fieldSize = 256
// The polynomial used to generate the logarithm table.
//
// There are a number of polynomials that work to generate
// a Galois field of 256 elements. The choice is arbitrary,
// and we just use the first one.
//
// The possibilities are: 29, 43, 45, 77, 95, 99, 101, 105,
//* 113, 135, 141, 169, 195, 207, 231, and 245.
generatingPolynomial = 29
)
func main() {
t := generateExpTable()
fmt.Printf("var expTable = %#v\n", t)
//t2 := generateMulTableSplit(t)
//fmt.Printf("var mulTable = %#v\n", t2)
low, high := generateMulTableHalf(t)
fmt.Printf("var mulTableLow = %#v\n", low)
fmt.Printf("var mulTableHigh = %#v\n", high)
}
/**
* Generates the inverse log table.
*/
func generateExpTable() []byte {
result := make([]byte, fieldSize*2-2)
for i := 1; i < fieldSize; i++ {
log := logTable[i]
result[log] = byte(i)
result[log+fieldSize-1] = byte(i)
}
return result
}
func generateMulTable(expTable []byte) []byte {
result := make([]byte, 256*256)
for v := range result {
a := byte(v & 0xff)
b := byte(v >> 8)
if a == 0 || b == 0 {
result[v] = 0
continue
}
logA := int(logTable[a])
logB := int(logTable[b])
result[v] = expTable[logA+logB]
}
return result
}
func generateMulTableSplit(expTable []byte) [256][256]byte {
var result [256][256]byte
for a := range result {
for b := range result[a] {
if a == 0 || b == 0 {
result[a][b] = 0
continue
}
logA := int(logTable[a])
logB := int(logTable[b])
result[a][b] = expTable[logA+logB]
}
}
return result
}
func generateMulTableHalf(expTable []byte) (low [256][16]byte, high [256][16]byte) {
for a := range low {
for b := range low {
result := 0
if !(a == 0 || b == 0) {
logA := int(logTable[a])
logB := int(logTable[b])
result = int(expTable[logA+logB])
}
if (b & 0xf) == b {
low[a][b] = byte(result)
}
if (b & 0xf0) == b {
high[a][b>>4] = byte(result)
}
}
}
return
}

160
vendor/github.com/klauspost/reedsolomon/inversion_tree.go generated vendored
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@ -1,160 +0,0 @@
/**
* A thread-safe tree which caches inverted matrices.
*
* Copyright 2016, Peter Collins
*/
package reedsolomon
import (
"errors"
"sync"
)
// The tree uses a Reader-Writer mutex to make it thread-safe
// when accessing cached matrices and inserting new ones.
type inversionTree struct {
mutex *sync.RWMutex
root inversionNode
}
type inversionNode struct {
matrix matrix
children []*inversionNode
}
// newInversionTree initializes a tree for storing inverted matrices.
// Note that the root node is the identity matrix as it implies
// there were no errors with the original data.
func newInversionTree(dataShards, parityShards int) inversionTree {
identity, _ := identityMatrix(dataShards)
root := inversionNode{
matrix: identity,
children: make([]*inversionNode, dataShards+parityShards),
}
return inversionTree{
mutex: &sync.RWMutex{},
root: root,
}
}
// GetInvertedMatrix returns the cached inverted matrix or nil if it
// is not found in the tree keyed on the indices of invalid rows.
func (t inversionTree) GetInvertedMatrix(invalidIndices []int) matrix {
// Lock the tree for reading before accessing the tree.
t.mutex.RLock()
defer t.mutex.RUnlock()
// If no invalid indices were give we should return the root
// identity matrix.
if len(invalidIndices) == 0 {
return t.root.matrix
}
// Recursively search for the inverted matrix in the tree, passing in
// 0 as the parent index as we start at the root of the tree.
return t.root.getInvertedMatrix(invalidIndices, 0)
}
// errAlreadySet is returned if the root node matrix is overwritten
var errAlreadySet = errors.New("the root node identity matrix is already set")
// InsertInvertedMatrix inserts a new inverted matrix into the tree
// keyed by the indices of invalid rows. The total number of shards
// is required for creating the proper length lists of child nodes for
// each node.
func (t inversionTree) InsertInvertedMatrix(invalidIndices []int, matrix matrix, shards int) error {
// If no invalid indices were given then we are done because the
// root node is already set with the identity matrix.
if len(invalidIndices) == 0 {
return errAlreadySet
}
if !matrix.IsSquare() {
return errNotSquare
}
// Lock the tree for writing and reading before accessing the tree.
t.mutex.Lock()
defer t.mutex.Unlock()
// Recursively create nodes for the inverted matrix in the tree until
// we reach the node to insert the matrix to. We start by passing in
// 0 as the parent index as we start at the root of the tree.
t.root.insertInvertedMatrix(invalidIndices, matrix, shards, 0)
return nil
}
func (n inversionNode) getInvertedMatrix(invalidIndices []int, parent int) matrix {
// Get the child node to search next from the list of children. The
// list of children starts relative to the parent index passed in
// because the indices of invalid rows is sorted (by default). As we
// search recursively, the first invalid index gets popped off the list,
// so when searching through the list of children, use that first invalid
// index to find the child node.
firstIndex := invalidIndices[0]
node := n.children[firstIndex-parent]
// If the child node doesn't exist in the list yet, fail fast by
// returning, so we can construct and insert the proper inverted matrix.
if node == nil {
return nil
}
// If there's more than one invalid index left in the list we should
// keep searching recursively.
if len(invalidIndices) > 1 {
// Search recursively on the child node by passing in the invalid indices
// with the first index popped off the front. Also the parent index to
// pass down is the first index plus one.
return node.getInvertedMatrix(invalidIndices[1:], firstIndex+1)
}
// If there aren't any more invalid indices to search, we've found our
// node. Return it, however keep in mind that the matrix could still be
// nil because intermediary nodes in the tree are created sometimes with
// their inversion matrices uninitialized.
return node.matrix
}
func (n inversionNode) insertInvertedMatrix(invalidIndices []int, matrix matrix, shards, parent int) {
// As above, get the child node to search next from the list of children.
// The list of children starts relative to the parent index passed in
// because the indices of invalid rows is sorted (by default). As we
// search recursively, the first invalid index gets popped off the list,
// so when searching through the list of children, use that first invalid
// index to find the child node.
firstIndex := invalidIndices[0]
node := n.children[firstIndex-parent]
// If the child node doesn't exist in the list yet, create a new
// node because we have the writer lock and add it to the list
// of children.
if node == nil {
// Make the length of the list of children equal to the number
// of shards minus the first invalid index because the list of
// invalid indices is sorted, so only this length of errors
// are possible in the tree.
node = &inversionNode{
children: make([]*inversionNode, shards-firstIndex),
}
// Insert the new node into the tree at the first index relative
// to the parent index that was given in this recursive call.
n.children[firstIndex-parent] = node
}
// If there's more than one invalid index left in the list we should
// keep searching recursively in order to find the node to add our
// matrix.
if len(invalidIndices) > 1 {
// As above, search recursively on the child node by passing in
// the invalid indices with the first index popped off the front.
// Also the total number of shards and parent index are passed down
// which is equal to the first index plus one.
node.insertInvertedMatrix(invalidIndices[1:], matrix, shards, firstIndex+1)
} else {
// If there aren't any more invalid indices to search, we've found our
// node. Cache the inverted matrix in this node.
node.matrix = matrix
}
}

279
vendor/github.com/klauspost/reedsolomon/matrix.go generated vendored
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@ -1,279 +0,0 @@
/**
* Matrix Algebra over an 8-bit Galois Field
*
* Copyright 2015, Klaus Post
* Copyright 2015, Backblaze, Inc.
*/
package reedsolomon
import (
"errors"
"fmt"
"strconv"
"strings"
)
// byte[row][col]
type matrix [][]byte
// newMatrix returns a matrix of zeros.
func newMatrix(rows, cols int) (matrix, error) {
if rows <= 0 {
return nil, errInvalidRowSize
}
if cols <= 0 {
return nil, errInvalidColSize
}
m := matrix(make([][]byte, rows))
for i := range m {
m[i] = make([]byte, cols)
}
return m, nil
}
// NewMatrixData initializes a matrix with the given row-major data.
// Note that data is not copied from input.
func newMatrixData(data [][]byte) (matrix, error) {
m := matrix(data)
err := m.Check()
if err != nil {
return nil, err
}
return m, nil
}
// IdentityMatrix returns an identity matrix of the given size.
func identityMatrix(size int) (matrix, error) {
m, err := newMatrix(size, size)
if err != nil {
return nil, err
}
for i := range m {
m[i][i] = 1
}
return m, nil
}
// errInvalidRowSize will be returned if attempting to create a matrix with negative or zero row number.
var errInvalidRowSize = errors.New("invalid row size")
// errInvalidColSize will be returned if attempting to create a matrix with negative or zero column number.
var errInvalidColSize = errors.New("invalid column size")
// errColSizeMismatch is returned if the size of matrix columns mismatch.
var errColSizeMismatch = errors.New("column size is not the same for all rows")
func (m matrix) Check() error {
rows := len(m)
if rows <= 0 {
return errInvalidRowSize
}
cols := len(m[0])
if cols <= 0 {
return errInvalidColSize
}
for _, col := range m {
if len(col) != cols {
return errColSizeMismatch
}
}
return nil
}
// String returns a human-readable string of the matrix contents.
//
// Example: [[1, 2], [3, 4]]
func (m matrix) String() string {
rowOut := make([]string, 0, len(m))
for _, row := range m {
colOut := make([]string, 0, len(row))
for _, col := range row {
colOut = append(colOut, strconv.Itoa(int(col)))
}
rowOut = append(rowOut, "["+strings.Join(colOut, ", ")+"]")
}
return "[" + strings.Join(rowOut, ", ") + "]"
}
// Multiply multiplies this matrix (the one on the left) by another
// matrix (the one on the right) and returns a new matrix with the result.
func (m matrix) Multiply(right matrix) (matrix, error) {
if len(m[0]) != len(right) {
return nil, fmt.Errorf("columns on left (%d) is different than rows on right (%d)", len(m[0]), len(right))
}
result, _ := newMatrix(len(m), len(right[0]))
for r, row := range result {
for c := range row {
var value byte
for i := range m[0] {
value ^= galMultiply(m[r][i], right[i][c])
}
result[r][c] = value
}
}
return result, nil
}
// Augment returns the concatenation of this matrix and the matrix on the right.
func (m matrix) Augment(right matrix) (matrix, error) {
if len(m) != len(right) {
return nil, errMatrixSize
}
result, _ := newMatrix(len(m), len(m[0])+len(right[0]))
for r, row := range m {
for c := range row {
result[r][c] = m[r][c]
}
cols := len(m[0])
for c := range right[0] {
result[r][cols+c] = right[r][c]
}
}
return result, nil
}
// errMatrixSize is returned if matrix dimensions are doesn't match.
var errMatrixSize = errors.New("matrix sizes does not match")
func (m matrix) SameSize(n matrix) error {
if len(m) != len(n) {
return errMatrixSize
}
for i := range m {
if len(m[i]) != len(n[i]) {
return errMatrixSize
}
}
return nil
}
// Returns a part of this matrix. Data is copied.
func (m matrix) SubMatrix(rmin, cmin, rmax, cmax int) (matrix, error) {
result, err := newMatrix(rmax-rmin, cmax-cmin)
if err != nil {
return nil, err
}
// OPTME: If used heavily, use copy function to copy slice
for r := rmin; r < rmax; r++ {
for c := cmin; c < cmax; c++ {
result[r-rmin][c-cmin] = m[r][c]
}
}
return result, nil
}
// SwapRows Exchanges two rows in the matrix.
func (m matrix) SwapRows(r1, r2 int) error {
if r1 < 0 || len(m) <= r1 || r2 < 0 || len(m) <= r2 {
return errInvalidRowSize
}
m[r2], m[r1] = m[r1], m[r2]
return nil
}
// IsSquare will return true if the matrix is square
// and nil if the matrix is square
func (m matrix) IsSquare() bool {
return len(m) == len(m[0])
}
// errSingular is returned if the matrix is singular and cannot be inversed
var errSingular = errors.New("matrix is singular")
// errNotSquare is returned if attempting to inverse a non-square matrix.
var errNotSquare = errors.New("only square matrices can be inverted")
// Invert returns the inverse of this matrix.
// Returns ErrSingular when the matrix is singular and doesn't have an inverse.
// The matrix must be square, otherwise ErrNotSquare is returned.
func (m matrix) Invert() (matrix, error) {
if !m.IsSquare() {
return nil, errNotSquare
}
size := len(m)
work, _ := identityMatrix(size)
work, _ = m.Augment(work)
err := work.gaussianElimination()
if err != nil {
return nil, err
}
return work.SubMatrix(0, size, size, size*2)
}
func (m matrix) gaussianElimination() error {
rows := len(m)
columns := len(m[0])
// Clear out the part below the main diagonal and scale the main
// diagonal to be 1.
for r := 0; r < rows; r++ {
// If the element on the diagonal is 0, find a row below
// that has a non-zero and swap them.
if m[r][r] == 0 {
for rowBelow := r + 1; rowBelow < rows; rowBelow++ {
if m[rowBelow][r] != 0 {
m.SwapRows(r, rowBelow)
break
}
}
}
// If we couldn't find one, the matrix is singular.
if m[r][r] == 0 {
return errSingular
}
// Scale to 1.
if m[r][r] != 1 {
scale := galDivide(1, m[r][r])
for c := 0; c < columns; c++ {
m[r][c] = galMultiply(m[r][c], scale)
}
}
// Make everything below the 1 be a 0 by subtracting
// a multiple of it. (Subtraction and addition are
// both exclusive or in the Galois field.)
for rowBelow := r + 1; rowBelow < rows; rowBelow++ {
if m[rowBelow][r] != 0 {
scale := m[rowBelow][r]
for c := 0; c < columns; c++ {
m[rowBelow][c] ^= galMultiply(scale, m[r][c])
}
}
}
}
// Now clear the part above the main diagonal.
for d := 0; d < rows; d++ {
for rowAbove := 0; rowAbove < d; rowAbove++ {
if m[rowAbove][d] != 0 {
scale := m[rowAbove][d]
for c := 0; c < columns; c++ {
m[rowAbove][c] ^= galMultiply(scale, m[d][c])
}
}
}
}
return nil
}
// Create a Vandermonde matrix, which is guaranteed to have the
// property that any subset of rows that forms a square matrix
// is invertible.
func vandermonde(rows, cols int) (matrix, error) {
result, err := newMatrix(rows, cols)
if err != nil {
return nil, err
}
for r, row := range result {
for c := range row {
result[r][c] = galExp(byte(r), c)
}
}
return result, nil
}

67
vendor/github.com/klauspost/reedsolomon/options.go generated vendored
View File

@ -1,67 +0,0 @@
package reedsolomon
import (
"runtime"
"github.com/klauspost/cpuid"
)
// Option allows to override processing parameters.
type Option func(*options)
type options struct {
maxGoroutines int
minSplitSize int
useAVX2, useSSSE3 bool
}
var defaultOptions = options{
maxGoroutines: 50,
minSplitSize: 512,
}
func init() {
if runtime.GOMAXPROCS(0) <= 1 {
defaultOptions.maxGoroutines = 1
}
// Detect CPU capabilities.
defaultOptions.useSSSE3 = cpuid.CPU.SSSE3()
defaultOptions.useAVX2 = cpuid.CPU.AVX2()
}
// WithMaxGoroutines is the maximum number of goroutines number for encoding & decoding.
// Jobs will be split into this many parts, unless each goroutine would have to process
// less than minSplitSize bytes (set with WithMinSplitSize).
// For the best speed, keep this well above the GOMAXPROCS number for more fine grained
// scheduling.
// If n <= 0, it is ignored.
func WithMaxGoroutines(n int) Option {
return func(o *options) {
if n > 0 {
o.maxGoroutines = n
}
}
}
// MinSplitSize Is the minimum encoding size in bytes per goroutine.
// See WithMaxGoroutines on how jobs are split.
// If n <= 0, it is ignored.
func WithMinSplitSize(n int) Option {
return func(o *options) {
if n > 0 {
o.maxGoroutines = n
}
}
}
func withSSE3(enabled bool) Option {
return func(o *options) {
o.useSSSE3 = enabled
}
}
func withAVX2(enabled bool) Option {
return func(o *options) {
o.useAVX2 = enabled
}
}

596
vendor/github.com/klauspost/reedsolomon/reedsolomon.go generated vendored
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@ -1,596 +0,0 @@
/**
* Reed-Solomon Coding over 8-bit values.
*
* Copyright 2015, Klaus Post
* Copyright 2015, Backblaze, Inc.
*/
// Package reedsolomon enables Erasure Coding in Go
//
// For usage and examples, see https://github.com/klauspost/reedsolomon
//
package reedsolomon
import (
"bytes"
"errors"
"io"
"sync"
)
// Encoder is an interface to encode Reed-Salomon parity sets for your data.
type Encoder interface {
// Encodes parity for a set of data shards.
// Input is 'shards' containing data shards followed by parity shards.
// The number of shards must match the number given to New().
// Each shard is a byte array, and they must all be the same size.
// The parity shards will always be overwritten and the data shards
// will remain the same, so it is safe for you to read from the
// data shards while this is running.
Encode(shards [][]byte) error
// Verify returns true if the parity shards contain correct data.
// The data is the same format as Encode. No data is modified, so
// you are allowed to read from data while this is running.
Verify(shards [][]byte) (bool, error)
// Reconstruct will recreate the missing shards if possible.
//
// Given a list of shards, some of which contain data, fills in the
// ones that don't have data.
//
// The length of the array must be equal to the total number of shards.
// You indicate that a shard is missing by setting it to nil.
//
// If there are too few shards to reconstruct the missing
// ones, ErrTooFewShards will be returned.
//
// The reconstructed shard set is complete, but integrity is not verified.
// Use the Verify function to check if data set is ok.
Reconstruct(shards [][]byte) error
// Split a data slice into the number of shards given to the encoder,
// and create empty parity shards.
//
// The data will be split into equally sized shards.
// If the data size isn't dividable by the number of shards,
// the last shard will contain extra zeros.
//
// There must be at least 1 byte otherwise ErrShortData will be
// returned.
//
// The data will not be copied, except for the last shard, so you
// should not modify the data of the input slice afterwards.
Split(data []byte) ([][]byte, error)
// Join the shards and write the data segment to dst.
//
// Only the data shards are considered.
// You must supply the exact output size you want.
// If there are to few shards given, ErrTooFewShards will be returned.
// If the total data size is less than outSize, ErrShortData will be returned.
Join(dst io.Writer, shards [][]byte, outSize int) error
}
// reedSolomon contains a matrix for a specific
// distribution of datashards and parity shards.
// Construct if using New()
type reedSolomon struct {
DataShards int // Number of data shards, should not be modified.
ParityShards int // Number of parity shards, should not be modified.
Shards int // Total number of shards. Calculated, and should not be modified.
m matrix
tree inversionTree
parity [][]byte
o options
}
// ErrInvShardNum will be returned by New, if you attempt to create
// an Encoder where either data or parity shards is zero or less.
var ErrInvShardNum = errors.New("cannot create Encoder with zero or less data/parity shards")
// ErrMaxShardNum will be returned by New, if you attempt to create
// an Encoder where data and parity shards cannot be bigger than
// Galois field GF(2^8) - 1.
var ErrMaxShardNum = errors.New("cannot create Encoder with 255 or more data+parity shards")
// New creates a new encoder and initializes it to
// the number of data shards and parity shards that
// you want to use. You can reuse this encoder.
// Note that the maximum number of data shards is 256.
// If no options are supplied, default options are used.
func New(dataShards, parityShards int, opts ...Option) (Encoder, error) {
r := reedSolomon{
DataShards: dataShards,
ParityShards: parityShards,
Shards: dataShards + parityShards,
o: defaultOptions,
}
for _, opt := range opts {
opt(&r.o)
}
if dataShards <= 0 || parityShards <= 0 {
return nil, ErrInvShardNum
}
if dataShards+parityShards > 255 {
return nil, ErrMaxShardNum
}
// Start with a Vandermonde matrix. This matrix would work,
// in theory, but doesn't have the property that the data
// shards are unchanged after encoding.
vm, err := vandermonde(r.Shards, dataShards)
if err != nil {
return nil, err
}
// Multiply by the inverse of the top square of the matrix.
// This will make the top square be the identity matrix, but
// preserve the property that any square subset of rows is
// invertible.
top, _ := vm.SubMatrix(0, 0, dataShards, dataShards)
top, _ = top.Invert()
r.m, _ = vm.Multiply(top)
// Inverted matrices are cached in a tree keyed by the indices
// of the invalid rows of the data to reconstruct.
// The inversion root node will have the identity matrix as
// its inversion matrix because it implies there are no errors
// with the original data.
r.tree = newInversionTree(dataShards, parityShards)
r.parity = make([][]byte, parityShards)
for i := range r.parity {
r.parity[i] = r.m[dataShards+i]
}
return &r, err
}
// ErrTooFewShards is returned if too few shards where given to
// Encode/Verify/Reconstruct. It will also be returned from Reconstruct
// if there were too few shards to reconstruct the missing data.
var ErrTooFewShards = errors.New("too few shards given")
// Encodes parity for a set of data shards.
// An array 'shards' containing data shards followed by parity shards.
// The number of shards must match the number given to New.
// Each shard is a byte array, and they must all be the same size.
// The parity shards will always be overwritten and the data shards
// will remain the same.
func (r reedSolomon) Encode(shards [][]byte) error {
if len(shards) != r.Shards {
return ErrTooFewShards
}
err := checkShards(shards, false)
if err != nil {
return err
}
// Get the slice of output buffers.
output := shards[r.DataShards:]
// Do the coding.
r.codeSomeShards(r.parity, shards[0:r.DataShards], output, r.ParityShards, len(shards[0]))
return nil
}
// Verify returns true if the parity shards contain the right data.
// The data is the same format as Encode. No data is modified.
func (r reedSolomon) Verify(shards [][]byte) (bool, error) {
if len(shards) != r.Shards {
return false, ErrTooFewShards
}
err := checkShards(shards, false)
if err != nil {
return false, err
}
// Slice of buffers being checked.
toCheck := shards[r.DataShards:]
// Do the checking.
return r.checkSomeShards(r.parity, shards[0:r.DataShards], toCheck, r.ParityShards, len(shards[0])), nil
}
// Multiplies a subset of rows from a coding matrix by a full set of
// input shards to produce some output shards.
// 'matrixRows' is The rows from the matrix to use.
// 'inputs' An array of byte arrays, each of which is one input shard.
// The number of inputs used is determined by the length of each matrix row.
// outputs Byte arrays where the computed shards are stored.
// The number of outputs computed, and the
// number of matrix rows used, is determined by
// outputCount, which is the number of outputs to compute.
func (r reedSolomon) codeSomeShards(matrixRows, inputs, outputs [][]byte, outputCount, byteCount int) {
if r.o.maxGoroutines > 1 && byteCount > r.o.minSplitSize {
r.codeSomeShardsP(matrixRows, inputs, outputs, outputCount, byteCount)
return
}
for c := 0; c < r.DataShards; c++ {
in := inputs[c]
for iRow := 0; iRow < outputCount; iRow++ {
if c == 0 {
galMulSlice(matrixRows[iRow][c], in, outputs[iRow], r.o.useSSSE3, r.o.useAVX2)
} else {
galMulSliceXor(matrixRows[iRow][c], in, outputs[iRow], r.o.useSSSE3, r.o.useAVX2)
}
}
}
}
// Perform the same as codeSomeShards, but split the workload into
// several goroutines.
func (r reedSolomon) codeSomeShardsP(matrixRows, inputs, outputs [][]byte, outputCount, byteCount int) {
var wg sync.WaitGroup
do := byteCount / r.o.maxGoroutines
if do < r.o.minSplitSize {
do = r.o.minSplitSize
}
start := 0
for start < byteCount {
if start+do > byteCount {
do = byteCount - start
}
wg.Add(1)
go func(start, stop int) {
for c := 0; c < r.DataShards; c++ {
in := inputs[c]
for iRow := 0; iRow < outputCount; iRow++ {
if c == 0 {
galMulSlice(matrixRows[iRow][c], in[start:stop], outputs[iRow][start:stop], r.o.useSSSE3, r.o.useAVX2)
} else {
galMulSliceXor(matrixRows[iRow][c], in[start:stop], outputs[iRow][start:stop], r.o.useSSSE3, r.o.useAVX2)
}
}
}
wg.Done()
}(start, start+do)
start += do
}
wg.Wait()
}
// checkSomeShards is mostly the same as codeSomeShards,
// except this will check values and return
// as soon as a difference is found.
func (r reedSolomon) checkSomeShards(matrixRows, inputs, toCheck [][]byte, outputCount, byteCount int) bool {
if r.o.maxGoroutines > 1 && byteCount > r.o.minSplitSize {
return r.checkSomeShardsP(matrixRows, inputs, toCheck, outputCount, byteCount)
}
outputs := make([][]byte, len(toCheck))
for i := range outputs {
outputs[i] = make([]byte, byteCount)
}
for c := 0; c < r.DataShards; c++ {
in := inputs[c]
for iRow := 0; iRow < outputCount; iRow++ {
galMulSliceXor(matrixRows[iRow][c], in, outputs[iRow], r.o.useSSSE3, r.o.useAVX2)
}
}
for i, calc := range outputs {
if !bytes.Equal(calc, toCheck[i]) {
return false
}
}
return true
}
func (r reedSolomon) checkSomeShardsP(matrixRows, inputs, toCheck [][]byte, outputCount, byteCount int) bool {
same := true
var mu sync.RWMutex // For above
var wg sync.WaitGroup
do := byteCount / r.o.maxGoroutines
if do < r.o.minSplitSize {
do = r.o.minSplitSize
}
start := 0
for start < byteCount {
if start+do > byteCount {
do = byteCount - start
}
wg.Add(1)
go func(start, do int) {
defer wg.Done()
outputs := make([][]byte, len(toCheck))
for i := range outputs {
outputs[i] = make([]byte, do)
}
for c := 0; c < r.DataShards; c++ {
mu.RLock()
if !same {
mu.RUnlock()
return
}
mu.RUnlock()
in := inputs[c][start : start+do]
for iRow := 0; iRow < outputCount; iRow++ {
galMulSliceXor(matrixRows[iRow][c], in, outputs[iRow], r.o.useSSSE3, r.o.useAVX2)
}
}
for i, calc := range outputs {
if !bytes.Equal(calc, toCheck[i][start:start+do]) {
mu.Lock()
same = false
mu.Unlock()
return
}
}
}(start, do)
start += do
}
wg.Wait()
return same
}
// ErrShardNoData will be returned if there are no shards,
// or if the length of all shards is zero.
var ErrShardNoData = errors.New("no shard data")
// ErrShardSize is returned if shard length isn't the same for all
// shards.
var ErrShardSize = errors.New("shard sizes does not match")
// checkShards will check if shards are the same size
// or 0, if allowed. An error is returned if this fails.
// An error is also returned if all shards are size 0.
func checkShards(shards [][]byte, nilok bool) error {
size := shardSize(shards)
if size == 0 {
return ErrShardNoData
}
for _, shard := range shards {
if len(shard) != size {
if len(shard) != 0 || !nilok {
return ErrShardSize
}
}
}
return nil
}
// shardSize return the size of a single shard.
// The first non-zero size is returned,
// or 0 if all shards are size 0.
func shardSize(shards [][]byte) int {
for _, shard := range shards {
if len(shard) != 0 {
return len(shard)
}
}
return 0
}
// Reconstruct will recreate the missing shards, if possible.
//
// Given a list of shards, some of which contain data, fills in the
// ones that don't have data.
//
// The length of the array must be equal to Shards.
// You indicate that a shard is missing by setting it to nil.
//
// If there are too few shards to reconstruct the missing
// ones, ErrTooFewShards will be returned.
//
// The reconstructed shard set is complete, but integrity is not verified.
// Use the Verify function to check if data set is ok.
func (r reedSolomon) Reconstruct(shards [][]byte) error {
if len(shards) != r.Shards {
return ErrTooFewShards
}
// Check arguments.
err := checkShards(shards, true)
if err != nil {
return err
}
shardSize := shardSize(shards)
// Quick check: are all of the shards present? If so, there's
// nothing to do.
numberPresent := 0
for i := 0; i < r.Shards; i++ {
if len(shards[i]) != 0 {
numberPresent++
}
}
if numberPresent == r.Shards {
// Cool. All of the shards data data. We don't
// need to do anything.
return nil
}
// More complete sanity check
if numberPresent < r.DataShards {
return ErrTooFewShards
}
// Pull out an array holding just the shards that
// correspond to the rows of the submatrix. These shards
// will be the input to the decoding process that re-creates
// the missing data shards.
//
// Also, create an array of indices of the valid rows we do have
// and the invalid rows we don't have up until we have enough valid rows.
subShards := make([][]byte, r.DataShards)
validIndices := make([]int, r.DataShards)
invalidIndices := make([]int, 0)
subMatrixRow := 0
for matrixRow := 0; matrixRow < r.Shards && subMatrixRow < r.DataShards; matrixRow++ {
if len(shards[matrixRow]) != 0 {
subShards[subMatrixRow] = shards[matrixRow]
validIndices[subMatrixRow] = matrixRow
subMatrixRow++
} else {
invalidIndices = append(invalidIndices, matrixRow)
}
}
// Attempt to get the cached inverted matrix out of the tree
// based on the indices of the invalid rows.
dataDecodeMatrix := r.tree.GetInvertedMatrix(invalidIndices)
// If the inverted matrix isn't cached in the tree yet we must
// construct it ourselves and insert it into the tree for the
// future. In this way the inversion tree is lazily loaded.
if dataDecodeMatrix == nil {
// Pull out the rows of the matrix that correspond to the
// shards that we have and build a square matrix. This
// matrix could be used to generate the shards that we have
// from the original data.
subMatrix, _ := newMatrix(r.DataShards, r.DataShards)
for subMatrixRow, validIndex := range validIndices {
for c := 0; c < r.DataShards; c++ {
subMatrix[subMatrixRow][c] = r.m[validIndex][c]
}
}
// Invert the matrix, so we can go from the encoded shards
// back to the original data. Then pull out the row that
// generates the shard that we want to decode. Note that
// since this matrix maps back to the original data, it can
// be used to create a data shard, but not a parity shard.
dataDecodeMatrix, err = subMatrix.Invert()
if err != nil {
return err
}
// Cache the inverted matrix in the tree for future use keyed on the
// indices of the invalid rows.
err = r.tree.InsertInvertedMatrix(invalidIndices, dataDecodeMatrix, r.Shards)
if err != nil {
return err
}
}
// Re-create any data shards that were missing.
//
// The input to the coding is all of the shards we actually
// have, and the output is the missing data shards. The computation
// is done using the special decode matrix we just built.
outputs := make([][]byte, r.ParityShards)
matrixRows := make([][]byte, r.ParityShards)
outputCount := 0
for iShard := 0; iShard < r.DataShards; iShard++ {
if len(shards[iShard]) == 0 {
shards[iShard] = make([]byte, shardSize)
outputs[outputCount] = shards[iShard]
matrixRows[outputCount] = dataDecodeMatrix[iShard]
outputCount++
}
}
r.codeSomeShards(matrixRows, subShards, outputs[:outputCount], outputCount, shardSize)
// Now that we have all of the data shards intact, we can
// compute any of the parity that is missing.
//
// The input to the coding is ALL of the data shards, including
// any that we just calculated. The output is whichever of the
// data shards were missing.
outputCount = 0
for iShard := r.DataShards; iShard < r.Shards; iShard++ {
if len(shards[iShard]) == 0 {
shards[iShard] = make([]byte, shardSize)
outputs[outputCount] = shards[iShard]
matrixRows[outputCount] = r.parity[iShard-r.DataShards]
outputCount++
}
}
r.codeSomeShards(matrixRows, shards[:r.DataShards], outputs[:outputCount], outputCount, shardSize)
return nil
}
// ErrShortData will be returned by Split(), if there isn't enough data
// to fill the number of shards.
var ErrShortData = errors.New("not enough data to fill the number of requested shards")
// Split a data slice into the number of shards given to the encoder,
// and create empty parity shards.
//
// The data will be split into equally sized shards.
// If the data size isn't divisible by the number of shards,
// the last shard will contain extra zeros.
//
// There must be at least 1 byte otherwise ErrShortData will be
// returned.
//
// The data will not be copied, except for the last shard, so you
// should not modify the data of the input slice afterwards.
func (r reedSolomon) Split(data []byte) ([][]byte, error) {
if len(data) == 0 {
return nil, ErrShortData
}
// Calculate number of bytes per shard.
perShard := (len(data) + r.DataShards - 1) / r.DataShards
// Pad data to r.Shards*perShard.
padding := make([]byte, (r.Shards*perShard)-len(data))
data = append(data, padding...)
// Split into equal-length shards.
dst := make([][]byte, r.Shards)
for i := range dst {
dst[i] = data[:perShard]
data = data[perShard:]
}
return dst, nil
}
// ErrReconstructRequired is returned if too few data shards are intact and a
// reconstruction is required before you can successfully join the shards.
var ErrReconstructRequired = errors.New("reconstruction required as one or more required data shards are nil")
// Join the shards and write the data segment to dst.
//
// Only the data shards are considered.
// You must supply the exact output size you want.
//
// If there are to few shards given, ErrTooFewShards will be returned.
// If the total data size is less than outSize, ErrShortData will be returned.
// If one or more required data shards are nil, ErrReconstructRequired will be returned.
func (r reedSolomon) Join(dst io.Writer, shards [][]byte, outSize int) error {
// Do we have enough shards?
if len(shards) < r.DataShards {
return ErrTooFewShards
}
shards = shards[:r.DataShards]
// Do we have enough data?
size := 0
for _, shard := range shards {
if shard == nil {
return ErrReconstructRequired
}
size += len(shard)
// Do we have enough data already?
if size >= outSize {
break
}
}
if size < outSize {
return ErrShortData
}
// Copy data to dst
write := outSize
for _, shard := range shards {
if write < len(shard) {
_, err := dst.Write(shard[:write])
return err
}
n, err := dst.Write(shard)
if err != nil {
return err
}
write -= n
}
return nil
}

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vendor/github.com/klauspost/reedsolomon/streaming.go generated vendored
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/**
* Reed-Solomon Coding over 8-bit values.
*
* Copyright 2015, Klaus Post
* Copyright 2015, Backblaze, Inc.
*/
package reedsolomon
import (
"bytes"
"errors"
"fmt"
"io"
"sync"
)
// StreamEncoder is an interface to encode Reed-Salomon parity sets for your data.
// It provides a fully streaming interface, and processes data in blocks of up to 4MB.
//
// For small shard sizes, 10MB and below, it is recommended to use the in-memory interface,
// since the streaming interface has a start up overhead.
//
// For all operations, no readers and writers should not assume any order/size of
// individual reads/writes.
//
// For usage examples, see "stream-encoder.go" and "streamdecoder.go" in the examples
// folder.
type StreamEncoder interface {
// Encodes parity shards for a set of data shards.
//
// Input is 'shards' containing readers for data shards followed by parity shards
// io.Writer.
//
// The number of shards must match the number given to NewStream().
//
// Each reader must supply the same number of bytes.
//
// The parity shards will be written to the writer.
// The number of bytes written will match the input size.
//
// If a data stream returns an error, a StreamReadError type error
// will be returned. If a parity writer returns an error, a
// StreamWriteError will be returned.
Encode(data []io.Reader, parity []io.Writer) error
// Verify returns true if the parity shards contain correct data.
//
// The number of shards must match the number total data+parity shards
// given to NewStream().
//
// Each reader must supply the same number of bytes.
// If a shard stream returns an error, a StreamReadError type error
// will be returned.
Verify(shards []io.Reader) (bool, error)
// Reconstruct will recreate the missing shards if possible.
//
// Given a list of valid shards (to read) and invalid shards (to write)
//
// You indicate that a shard is missing by setting it to nil in the 'valid'
// slice and at the same time setting a non-nil writer in "fill".
// An index cannot contain both non-nil 'valid' and 'fill' entry.
// If both are provided 'ErrReconstructMismatch' is returned.
//
// If there are too few shards to reconstruct the missing
// ones, ErrTooFewShards will be returned.
//
// The reconstructed shard set is complete, but integrity is not verified.
// Use the Verify function to check if data set is ok.
Reconstruct(valid []io.Reader, fill []io.Writer) error
// Split a an input stream into the number of shards given to the encoder.
//
// The data will be split into equally sized shards.
// If the data size isn't dividable by the number of shards,
// the last shard will contain extra zeros.
//
// You must supply the total size of your input.
// 'ErrShortData' will be returned if it is unable to retrieve the
// number of bytes indicated.
Split(data io.Reader, dst []io.Writer, size int64) (err error)
// Join the shards and write the data segment to dst.
//
// Only the data shards are considered.
//
// You must supply the exact output size you want.
// If there are to few shards given, ErrTooFewShards will be returned.
// If the total data size is less than outSize, ErrShortData will be returned.
Join(dst io.Writer, shards []io.Reader, outSize int64) error
}
// StreamReadError is returned when a read error is encountered
// that relates to a supplied stream.
// This will allow you to find out which reader has failed.
type StreamReadError struct {
Err error // The error
Stream int // The stream number on which the error occurred
}
// Error returns the error as a string
func (s StreamReadError) Error() string {
return fmt.Sprintf("error reading stream %d: %s", s.Stream, s.Err)
}
// String returns the error as a string
func (s StreamReadError) String() string {
return s.Error()
}
// StreamWriteError is returned when a write error is encountered
// that relates to a supplied stream. This will allow you to
// find out which reader has failed.
type StreamWriteError struct {
Err error // The error
Stream int // The stream number on which the error occurred
}
// Error returns the error as a string
func (s StreamWriteError) Error() string {
return fmt.Sprintf("error writing stream %d: %s", s.Stream, s.Err)
}
// String returns the error as a string
func (s StreamWriteError) String() string {
return s.Error()
}
// rsStream contains a matrix for a specific
// distribution of datashards and parity shards.
// Construct if using NewStream()
type rsStream struct {
r *reedSolomon
bs int // Block size
// Shard reader
readShards func(dst [][]byte, in []io.Reader) error
// Shard writer
writeShards func(out []io.Writer, in [][]byte) error
creads bool
cwrites bool
}
// NewStream creates a new encoder and initializes it to
// the number of data shards and parity shards that
// you want to use. You can reuse this encoder.
// Note that the maximum number of data shards is 256.
func NewStream(dataShards, parityShards int, o ...Option) (StreamEncoder, error) {
enc, err := New(dataShards, parityShards, o...)
if err != nil {
return nil, err
}
rs := enc.(*reedSolomon)
r := rsStream{r: rs, bs: 4 << 20}
r.readShards = readShards
r.writeShards = writeShards
return &r, err
}
// NewStreamC creates a new encoder and initializes it to
// the number of data shards and parity shards given.
//
// This functions as 'NewStream', but allows you to enable CONCURRENT reads and writes.
func NewStreamC(dataShards, parityShards int, conReads, conWrites bool, o ...Option) (StreamEncoder, error) {
enc, err := New(dataShards, parityShards, o...)
if err != nil {
return nil, err
}
rs := enc.(*reedSolomon)
r := rsStream{r: rs, bs: 4 << 20}
r.readShards = readShards
r.writeShards = writeShards
if conReads {
r.readShards = cReadShards
}
if conWrites {
r.writeShards = cWriteShards
}
return &r, err
}
func createSlice(n, length int) [][]byte {
out := make([][]byte, n)
for i := range out {
out[i] = make([]byte, length)
}
return out
}
// Encodes parity shards for a set of data shards.
//
// Input is 'shards' containing readers for data shards followed by parity shards
// io.Writer.
//
// The number of shards must match the number given to NewStream().
//
// Each reader must supply the same number of bytes.
//
// The parity shards will be written to the writer.
// The number of bytes written will match the input size.
//
// If a data stream returns an error, a StreamReadError type error
// will be returned. If a parity writer returns an error, a
// StreamWriteError will be returned.
func (r rsStream) Encode(data []io.Reader, parity []io.Writer) error {
if len(data) != r.r.DataShards {
return ErrTooFewShards
}
if len(parity) != r.r.ParityShards {
return ErrTooFewShards
}
all := createSlice(r.r.Shards, r.bs)
in := all[:r.r.DataShards]
out := all[r.r.DataShards:]
read := 0
for {
err := r.readShards(in, data)
switch err {
case nil:
case io.EOF:
if read == 0 {
return ErrShardNoData
}
return nil
default:
return err
}
out = trimShards(out, shardSize(in))
read += shardSize(in)
err = r.r.Encode(all)
if err != nil {
return err
}
err = r.writeShards(parity, out)
if err != nil {
return err
}
}
}
// Trim the shards so they are all the same size
func trimShards(in [][]byte, size int) [][]byte {
for i := range in {
if in[i] != nil {
in[i] = in[i][0:size]
}
if len(in[i]) < size {
in[i] = nil
}
}
return in
}
func readShards(dst [][]byte, in []io.Reader) error {
if len(in) != len(dst) {
panic("internal error: in and dst size does not match")
}
size := -1
for i := range in {
if in[i] == nil {
dst[i] = nil
continue
}
n, err := io.ReadFull(in[i], dst[i])
// The error is EOF only if no bytes were read.
// If an EOF happens after reading some but not all the bytes,
// ReadFull returns ErrUnexpectedEOF.
switch err {
case io.ErrUnexpectedEOF, io.EOF:
if size < 0 {
size = n
} else if n != size {
// Shard sizes must match.
return ErrShardSize
}
dst[i] = dst[i][0:n]
case nil:
continue
default:
return StreamReadError{Err: err, Stream: i}
}
}
if size == 0 {
return io.EOF
}
return nil
}
func writeShards(out []io.Writer, in [][]byte) error {
if len(out) != len(in) {
panic("internal error: in and out size does not match")
}
for i := range in {
if out[i] == nil {
continue
}
n, err := out[i].Write(in[i])
if err != nil {
return StreamWriteError{Err: err, Stream: i}
}
//
if n != len(in[i]) {
return StreamWriteError{Err: io.ErrShortWrite, Stream: i}
}
}
return nil
}
type readResult struct {
n int
size int
err error
}
// cReadShards reads shards concurrently
func cReadShards(dst [][]byte, in []io.Reader) error {
if len(in) != len(dst) {
panic("internal error: in and dst size does not match")
}
var wg sync.WaitGroup
wg.Add(len(in))
res := make(chan readResult, len(in))
for i := range in {
if in[i] == nil {
dst[i] = nil
wg.Done()
continue
}
go func(i int) {
defer wg.Done()
n, err := io.ReadFull(in[i], dst[i])
// The error is EOF only if no bytes were read.
// If an EOF happens after reading some but not all the bytes,
// ReadFull returns ErrUnexpectedEOF.
res <- readResult{size: n, err: err, n: i}
}(i)
}
wg.Wait()
close(res)
size := -1
for r := range res {
switch r.err {
case io.ErrUnexpectedEOF, io.EOF:
if size < 0 {
size = r.size
} else if r.size != size {
// Shard sizes must match.
return ErrShardSize
}
dst[r.n] = dst[r.n][0:r.size]
case nil:
default:
return StreamReadError{Err: r.err, Stream: r.n}
}
}
if size == 0 {
return io.EOF
}
return nil
}
// cWriteShards writes shards concurrently
func cWriteShards(out []io.Writer, in [][]byte) error {
if len(out) != len(in) {
panic("internal error: in and out size does not match")
}
var errs = make(chan error, len(out))
var wg sync.WaitGroup
wg.Add(len(out))
for i := range in {
go func(i int) {
defer wg.Done()
if out[i] == nil {
errs <- nil
return
}
n, err := out[i].Write(in[i])
if err != nil {
errs <- StreamWriteError{Err: err, Stream: i}
return
}
if n != len(in[i]) {
errs <- StreamWriteError{Err: io.ErrShortWrite, Stream: i}
}
}(i)
}
wg.Wait()
close(errs)
for err := range errs {
if err != nil {
return err
}
}
return nil
}
// Verify returns true if the parity shards contain correct data.
//
// The number of shards must match the number total data+parity shards
// given to NewStream().
//
// Each reader must supply the same number of bytes.
// If a shard stream returns an error, a StreamReadError type error
// will be returned.
func (r rsStream) Verify(shards []io.Reader) (bool, error) {
if len(shards) != r.r.Shards {
return false, ErrTooFewShards
}
read := 0
all := createSlice(r.r.Shards, r.bs)
for {
err := r.readShards(all, shards)
if err == io.EOF {
if read == 0 {
return false, ErrShardNoData
}
return true, nil
}
if err != nil {
return false, err
}
read += shardSize(all)
ok, err := r.r.Verify(all)
if !ok || err != nil {
return ok, err
}
}
}
// ErrReconstructMismatch is returned by the StreamEncoder, if you supply
// "valid" and "fill" streams on the same index.
// Therefore it is impossible to see if you consider the shard valid
// or would like to have it reconstructed.
var ErrReconstructMismatch = errors.New("valid shards and fill shards are mutually exclusive")
// Reconstruct will recreate the missing shards if possible.
//
// Given a list of valid shards (to read) and invalid shards (to write)
//
// You indicate that a shard is missing by setting it to nil in the 'valid'
// slice and at the same time setting a non-nil writer in "fill".
// An index cannot contain both non-nil 'valid' and 'fill' entry.
//
// If there are too few shards to reconstruct the missing
// ones, ErrTooFewShards will be returned.
//
// The reconstructed shard set is complete, but integrity is not verified.
// Use the Verify function to check if data set is ok.
func (r rsStream) Reconstruct(valid []io.Reader, fill []io.Writer) error {
if len(valid) != r.r.Shards {
return ErrTooFewShards
}
if len(fill) != r.r.Shards {
return ErrTooFewShards
}
all := createSlice(r.r.Shards, r.bs)
for i := range valid {
if valid[i] != nil && fill[i] != nil {
return ErrReconstructMismatch
}
}
read := 0
for {
err := r.readShards(all, valid)
if err == io.EOF {
if read == 0 {
return ErrShardNoData
}
return nil
}
if err != nil {
return err
}
read += shardSize(all)
all = trimShards(all, shardSize(all))
err = r.r.Reconstruct(all)
if err != nil {
return err
}
err = r.writeShards(fill, all)
if err != nil {
return err
}
}
}
// Join the shards and write the data segment to dst.
//
// Only the data shards are considered.
//
// You must supply the exact output size you want.
// If there are to few shards given, ErrTooFewShards will be returned.
// If the total data size is less than outSize, ErrShortData will be returned.
func (r rsStream) Join(dst io.Writer, shards []io.Reader, outSize int64) error {
// Do we have enough shards?
if len(shards) < r.r.DataShards {
return ErrTooFewShards
}
// Trim off parity shards if any
shards = shards[:r.r.DataShards]
for i := range shards {
if shards[i] == nil {
return StreamReadError{Err: ErrShardNoData, Stream: i}
}
}
// Join all shards
src := io.MultiReader(shards...)
// Copy data to dst
n, err := io.CopyN(dst, src, outSize)
if err == io.EOF {
return ErrShortData
}
if err != nil {
return err
}
if n != outSize {
return ErrShortData
}
return nil
}
// Split a an input stream into the number of shards given to the encoder.
//
// The data will be split into equally sized shards.
// If the data size isn't dividable by the number of shards,
// the last shard will contain extra zeros.
//
// You must supply the total size of your input.
// 'ErrShortData' will be returned if it is unable to retrieve the
// number of bytes indicated.
func (r rsStream) Split(data io.Reader, dst []io.Writer, size int64) error {
if size == 0 {
return ErrShortData
}
if len(dst) != r.r.DataShards {
return ErrInvShardNum
}
for i := range dst {
if dst[i] == nil {
return StreamWriteError{Err: ErrShardNoData, Stream: i}
}
}
// Calculate number of bytes per shard.
perShard := (size + int64(r.r.DataShards) - 1) / int64(r.r.DataShards)
// Pad data to r.Shards*perShard.
padding := make([]byte, (int64(r.r.Shards)*perShard)-size)
data = io.MultiReader(data, bytes.NewBuffer(padding))
// Split into equal-length shards and copy.
for i := range dst {
n, err := io.CopyN(dst[i], data, perShard)
if err != io.EOF && err != nil {
return err
}
if n != perShard {
return ErrShortData
}
}
return nil
}

27
vendor/github.com/templexxx/cpufeat/LICENSE generated vendored Normal file
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@ -0,0 +1,27 @@
Copyright (c) 2009 The Go Authors. All rights reserved.
Redistribution and use in source and binary forms, with or without
modification, are permitted provided that the following conditions are
met:
* Redistributions of source code must retain the above copyright
notice, this list of conditions and the following disclaimer.
* Redistributions in binary form must reproduce the above
copyright notice, this list of conditions and the following disclaimer
in the documentation and/or other materials provided with the
distribution.
* Neither the name of Google Inc. nor the names of its
contributors may be used to endorse or promote products derived from
this software without specific prior written permission.
THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS AND CONTRIBUTORS
"AS IS" AND ANY EXPRESS OR IMPLIED WARRANTIES, INCLUDING, BUT NOT
LIMITED TO, THE IMPLIED WARRANTIES OF MERCHANTABILITY AND FITNESS FOR
A PARTICULAR PURPOSE ARE DISCLAIMED. IN NO EVENT SHALL THE COPYRIGHT
OWNER OR CONTRIBUTORS BE LIABLE FOR ANY DIRECT, INDIRECT, INCIDENTAL,
SPECIAL, EXEMPLARY, OR CONSEQUENTIAL DAMAGES (INCLUDING, BUT NOT
LIMITED TO, PROCUREMENT OF SUBSTITUTE GOODS OR SERVICES; LOSS OF USE,
DATA, OR PROFITS; OR BUSINESS INTERRUPTION) HOWEVER CAUSED AND ON ANY
THEORY OF LIABILITY, WHETHER IN CONTRACT, STRICT LIABILITY, OR TORT
(INCLUDING NEGLIGENCE OR OTHERWISE) ARISING IN ANY WAY OUT OF THE USE
OF THIS SOFTWARE, EVEN IF ADVISED OF THE POSSIBILITY OF SUCH DAMAGE.

32
vendor/github.com/templexxx/cpufeat/cpu.go generated vendored Normal file
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@ -0,0 +1,32 @@
// Copyright 2017 The Go Authors. All rights reserved.
// Use of this source code is governed by a BSD-style
// license that can be found in the LICENSE file.
// Package cpu implements processor feature detection
// used by the Go standard libary.
package cpufeat
var X86 x86
// The booleans in x86 contain the correspondingly named cpuid feature bit.
// HasAVX and HasAVX2 are only set if the OS does support XMM and YMM registers
// in addition to the cpuid feature bit being set.
// The struct is padded to avoid false sharing.
type x86 struct {
_ [CacheLineSize]byte
HasAES bool
HasAVX bool
HasAVX2 bool
HasBMI1 bool
HasBMI2 bool
HasERMS bool
HasOSXSAVE bool
HasPCLMULQDQ bool
HasPOPCNT bool
HasSSE2 bool
HasSSE3 bool
HasSSSE3 bool
HasSSE41 bool
HasSSE42 bool
_ [CacheLineSize]byte
}

7
vendor/github.com/templexxx/cpufeat/cpu_arm.go generated vendored Normal file
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@ -0,0 +1,7 @@
// Copyright 2017 The Go Authors. All rights reserved.
// Use of this source code is governed by a BSD-style
// license that can be found in the LICENSE file.
package cpufeat
const CacheLineSize = 32

7
vendor/github.com/templexxx/cpufeat/cpu_arm64.go generated vendored Normal file
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@ -0,0 +1,7 @@
// Copyright 2017 The Go Authors. All rights reserved.
// Use of this source code is governed by a BSD-style
// license that can be found in the LICENSE file.
package cpufeat
const CacheLineSize = 32

7
vendor/github.com/templexxx/cpufeat/cpu_mips.go generated vendored Normal file
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@ -0,0 +1,7 @@
// Copyright 2017 The Go Authors. All rights reserved.
// Use of this source code is governed by a BSD-style
// license that can be found in the LICENSE file.
package cpufeat
const CacheLineSize = 32

7
vendor/github.com/templexxx/cpufeat/cpu_mips64.go generated vendored Normal file
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@ -0,0 +1,7 @@
// Copyright 2017 The Go Authors. All rights reserved.
// Use of this source code is governed by a BSD-style
// license that can be found in the LICENSE file.
package cpufeat
const CacheLineSize = 32

7
vendor/github.com/templexxx/cpufeat/cpu_mips64le.go generated vendored Normal file
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@ -0,0 +1,7 @@
// Copyright 2017 The Go Authors. All rights reserved.
// Use of this source code is governed by a BSD-style
// license that can be found in the LICENSE file.
package cpufeat
const CacheLineSize = 32

7
vendor/github.com/templexxx/cpufeat/cpu_mipsle.go generated vendored Normal file
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@ -0,0 +1,7 @@
// Copyright 2017 The Go Authors. All rights reserved.
// Use of this source code is governed by a BSD-style
// license that can be found in the LICENSE file.
package cpufeat
const CacheLineSize = 32

7
vendor/github.com/templexxx/cpufeat/cpu_ppc64.go generated vendored Normal file
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@ -0,0 +1,7 @@
// Copyright 2017 The Go Authors. All rights reserved.
// Use of this source code is governed by a BSD-style
// license that can be found in the LICENSE file.
package cpufeat
const CacheLineSize = 128

7
vendor/github.com/templexxx/cpufeat/cpu_ppc64le.go generated vendored Normal file
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@ -0,0 +1,7 @@
// Copyright 2017 The Go Authors. All rights reserved.
// Use of this source code is governed by a BSD-style
// license that can be found in the LICENSE file.
package cpufeat
const CacheLineSize = 128

7
vendor/github.com/templexxx/cpufeat/cpu_s390x.go generated vendored Normal file
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@ -0,0 +1,7 @@
// Copyright 2017 The Go Authors. All rights reserved.
// Use of this source code is governed by a BSD-style
// license that can be found in the LICENSE file.
package cpufeat
const CacheLineSize = 256

59
vendor/github.com/templexxx/cpufeat/cpu_x86.go generated vendored Normal file
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@ -0,0 +1,59 @@
// Copyright 2017 The Go Authors. All rights reserved.
// Use of this source code is governed by a BSD-style
// license that can be found in the LICENSE file.
// +build 386 amd64 amd64p32
package cpufeat
const CacheLineSize = 64
// cpuid is implemented in cpu_x86.s.
func cpuid(eaxArg, ecxArg uint32) (eax, ebx, ecx, edx uint32)
// xgetbv with ecx = 0 is implemented in cpu_x86.s.
func xgetbv() (eax, edx uint32)
func init() {
maxId, _, _, _ := cpuid(0, 0)
if maxId < 1 {
return
}
_, _, ecx1, edx1 := cpuid(1, 0)
X86.HasSSE2 = isSet(26, edx1)
X86.HasSSE3 = isSet(0, ecx1)
X86.HasPCLMULQDQ = isSet(1, ecx1)
X86.HasSSSE3 = isSet(9, ecx1)
X86.HasSSE41 = isSet(19, ecx1)
X86.HasSSE42 = isSet(20, ecx1)
X86.HasPOPCNT = isSet(23, ecx1)
X86.HasAES = isSet(25, ecx1)
X86.HasOSXSAVE = isSet(27, ecx1)
osSupportsAVX := false
// For XGETBV, OSXSAVE bit is required and sufficient.
if X86.HasOSXSAVE {
eax, _ := xgetbv()
// Check if XMM and YMM registers have OS support.
osSupportsAVX = isSet(1, eax) && isSet(2, eax)
}
X86.HasAVX = isSet(28, ecx1) && osSupportsAVX
if maxId < 7 {
return
}
_, ebx7, _, _ := cpuid(7, 0)
X86.HasBMI1 = isSet(3, ebx7)
X86.HasAVX2 = isSet(5, ebx7) && osSupportsAVX
X86.HasBMI2 = isSet(8, ebx7)
X86.HasERMS = isSet(9, ebx7)
}
func isSet(bitpos uint, value uint32) bool {
return value&(1<<bitpos) != 0
}

32
vendor/github.com/templexxx/cpufeat/cpu_x86.s generated vendored Normal file
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@ -0,0 +1,32 @@
// Copyright 2017 The Go Authors. All rights reserved.
// Use of this source code is governed by a BSD-style
// license that can be found in the LICENSE file.
// +build 386 amd64 amd64p32
#include "textflag.h"
// func cpuid(eaxArg, ecxArg uint32) (eax, ebx, ecx, edx uint32)
TEXT ·cpuid(SB), NOSPLIT, $0-24
MOVL eaxArg+0(FP), AX
MOVL ecxArg+4(FP), CX
CPUID
MOVL AX, eax+8(FP)
MOVL BX, ebx+12(FP)
MOVL CX, ecx+16(FP)
MOVL DX, edx+20(FP)
RET
// func xgetbv() (eax, edx uint32)
TEXT ·xgetbv(SB),NOSPLIT,$0-8
#ifdef GOOS_nacl
// nacl does not support XGETBV.
MOVL $0, eax+0(FP)
MOVL $0, edx+4(FP)
#else
MOVL $0, CX
WORD $0x010f; BYTE $0xd0 //XGETBV
MOVL AX, eax+0(FP)
MOVL DX, edx+4(FP)
#endif
RET

4
vendor/github.com/klauspost/reedsolomon/LICENSE → vendor/github.com/templexxx/reedsolomon/LICENSE generated vendored
View File

@ -1,5 +1,6 @@
The MIT License (MIT)
MIT License
Copyright (c) 2017 Templexxx
Copyright (c) 2015 Klaus Post
Copyright (c) 2015 Backblaze
@ -20,4 +21,3 @@ AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER
LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM,
OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE
SOFTWARE.

193
vendor/github.com/templexxx/reedsolomon/mathtool/cntinverse.go generated vendored Normal file
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@ -0,0 +1,193 @@
package main
import (
"flag"
"fmt"
"os"
)
var vects = flag.Uint64("vects", 20, "number of vects (data+parity)")
var data = flag.Uint64("data", 0, "number of data vects; keep it empty if you want to "+
"get the max num of inverse matrix")
func init() {
flag.Usage = func() {
fmt.Printf("Usage of %s:\n", os.Args[0])
fmt.Println(" cntinverse [-flags]")
fmt.Println(" Valid flags:")
flag.PrintDefaults()
}
}
func main() {
flag.Parse()
if *vects > 256 {
fmt.Println("Error: vects must <= 256")
os.Exit(1)
}
if *data == 0 {
n := getMAXCCombination(*vects)
fmt.Println("max num of inverse matrix :", n)
os.Exit(0)
}
n := getCCombination(*vects, *data)
fmt.Println("num of inverse matrix:", n)
os.Exit(0)
}
func getMAXCCombination(a uint64) uint64 {
b := a / 2 // proved in mathtool/combination.jpg
return getCCombination(a, b)
}
func getCCombination(a, b uint64) uint64 {
top := make([]uint64, a-b)
bottom := make([]uint64, a-b-1)
for i := b + 1; i <= a; i++ {
top[i-b-1] = i
}
var i uint64
for i = 2; i <= a-b; i++ {
bottom[i-2] = i
}
for j := 0; j <= 5; j++ {
cleanEven(top, bottom)
clean3(top, bottom)
clean5(top, bottom)
}
cleanCoffeRound1(top, bottom)
if maxBottomBigger5more1(bottom) {
top = shuffTop(top)
cleanCoffeRound1(top, bottom)
cleanCoffeRound1(bottom, top)
cleanCoffeRound1(top, bottom)
cleanCoffeRound1(bottom, top)
cleanCoffeRound1(top, bottom)
cleanCoffeRound1(bottom, top)
}
var topV, bottomV uint64 = 1, 1
for _, t := range top {
topV = topV * t
}
for _, b := range bottom {
bottomV = bottomV * b
}
return topV / bottomV
}
func cleanEven(top, bottom []uint64) {
for i, b := range bottom {
if even(b) {
for j, t := range top {
if even(t) {
top[j] = t / 2
bottom[i] = b / 2
break
}
}
}
}
}
func even(a uint64) bool {
return a&1 == 0
}
func clean3(top, bottom []uint64) {
for i, b := range bottom {
if mod3(b) {
for j, t := range top {
if mod3(t) {
top[j] = t / 3
bottom[i] = b / 3
break
}
}
}
}
}
func mod3(a uint64) bool {
c := a / 3
if 3*c == a {
return true
}
return false
}
func clean5(top, bottom []uint64) {
for i, b := range bottom {
if mod5(b) {
for j, t := range top {
if mod5(t) {
top[j] = t / 5
bottom[i] = b / 5
break
}
}
}
}
}
func mod5(a uint64) bool {
c := a / 5
if 5*c == a {
return true
}
return false
}
func maxBottomBigger5more1(bottom []uint64) bool {
cnt := 0
for _, b := range bottom {
if b >= 5 {
cnt++
}
}
if cnt >= 2 {
return true
}
return false
}
func cleanCoffeRound1(top, bottom []uint64) {
for i, b := range bottom {
for j, t := range top {
if isCoffe(b, t) {
top[j] = t / b
bottom[i] = 1
break
}
}
}
}
func isCoffe(b, t uint64) bool {
c := t / b
if c*b == t {
return true
}
return false
}
func shuffTop(top []uint64) []uint64 {
var tmp uint64 = 1
newLen := len(top) + 1
for i, t := range top {
if t <= 5 {
tmp = tmp * t
newLen--
top[i] = 1
}
}
topNew := make([]uint64, newLen)
topNew[0] = tmp
cnt := 1
for _, t := range top {
if t != 1 {
topNew[cnt] = t
cnt++
}
}
return topNew
}

270
vendor/github.com/templexxx/reedsolomon/mathtool/gentbls.go generated vendored Normal file
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@ -0,0 +1,270 @@
package main
import (
"bufio"
"fmt"
"log"
"os"
"strconv"
"strings"
)
// set deg here
const deg = 8 // <= 8
type polynomial [deg + 1]byte
func main() {
f, err := os.OpenFile("tables", os.O_WRONLY|os.O_CREATE, 0666)
if err != nil {
log.Fatalln(err)
}
defer f.Close()
outputWriter := bufio.NewWriter(f)
ps := genPrimitivePolynomial()
title := strconv.FormatInt(int64(deg), 10) + " degree primitive polynomial：\n"
var pss string
for i, p := range ps {
pf := formatPolynomial(p)
pf = strconv.FormatInt(int64(i+1), 10) + ". " + pf + ";\n"
pss = pss + pf
}
body := fmt.Sprintf(title+"%v", pss)
outputWriter.WriteString(body)
//set primitive polynomial here to generator tables
//x^8+x^4+x^3+x^2+1
var primitivePolynomial polynomial
primitivePolynomial[0] = 1
primitivePolynomial[2] = 1
primitivePolynomial[3] = 1
primitivePolynomial[4] = 1
primitivePolynomial[8] = 1
lenExpTable := (1 << deg) - 1
expTable := genExpTable(primitivePolynomial, lenExpTable)
body = fmt.Sprintf("expTbl: %#v\n", expTable)
outputWriter.WriteString(body)
logTable := genLogTable(expTable)
body = fmt.Sprintf("logTbl: %#v\n", logTable)
outputWriter.WriteString(body)
mulTable := genMulTable(expTable, logTable)
body = fmt.Sprintf("mulTbl: %#v\n", mulTable)
outputWriter.WriteString(body)
lowTable, highTable := genMulTableHalf(mulTable)
body = fmt.Sprintf("lowTbl: %#v\n", lowTable)
outputWriter.WriteString(body)
body = fmt.Sprintf("highTbl: %#v\n", highTable)
outputWriter.WriteString(body)
var combTable [256][32]byte
for i := range combTable {
l := lowTable[i]
for j := 0; j < 16; j++ {
combTable[i][j] = l[j]
}
h := highTable[i][:]
for k := 16; k < 32; k++ {
combTable[i][k] = h[k-16]
}
}
body = fmt.Sprintf("lowhighTbl: %#v\n", combTable)
outputWriter.WriteString(body)
inverseTable := genInverseTable(mulTable)
body = fmt.Sprintf("inverseTbl: %#v\n", inverseTable)
outputWriter.WriteString(body)
outputWriter.Flush()
}
// generate primitive Polynomial
func genPrimitivePolynomial() []polynomial {
// drop Polynomial x，so the constant term must be 1
// so there are 2^(deg-1) Polynomials
cnt := 1 << (deg - 1)
var polynomials []polynomial
var p polynomial
p[0] = 1
p[deg] = 1
// gen all Polynomials
for i := 0; i < cnt; i++ {
p = genPolynomial(p, 1)
polynomials = append(polynomials, p)
}
// drop Polynomial x+1, so the cnt of Polynomials is odd
var psRaw []polynomial
for _, p := range polynomials {
var n int
for _, v := range p {
if v == 1 {
n++
}
}
if n&1 != 0 {
psRaw = append(psRaw, p)
}
}
// order of primitive element == 2^deg -1 ?
var ps []polynomial
for _, p := range psRaw {
lenTable := (1 << deg) - 1
table := genExpTable(p, lenTable)
var numOf1 int
for _, v := range table {
// cnt 1 in ExpTable
if int(v) == 1 {
numOf1++
}
}
if numOf1 == 1 {
ps = append(ps, p)
}
}
return ps
}
func genPolynomial(p polynomial, i int) polynomial {
if p[i] == 0 {
p[i] = 1
} else {
p[i] = 0
i++
if i == deg {
return p
}
p = genPolynomial(p, i)
}
return p
}
func genExpTable(primitivePolynomial polynomial, exp int) []byte {
table := make([]byte, exp)
var rawPolynomial polynomial
rawPolynomial[1] = 1
table[0] = byte(1)
table[1] = byte(2)
for i := 2; i < exp; i++ {
rawPolynomial = expGrowPolynomial(rawPolynomial, primitivePolynomial)
table[i] = byte(getValueOfPolynomial(rawPolynomial))
}
return table
}
func expGrowPolynomial(raw, primitivePolynomial polynomial) polynomial {
var newP polynomial
for i, v := range raw[:deg] {
if v == 1 {
newP[i+1] = 1
}
}
if newP[deg] == 1 {
for i, v := range primitivePolynomial[:deg] {
if v == 1 {
if newP[i] == 1 {
newP[i] = 0
} else {
newP[i] = 1
}
}
}
}
newP[deg] = 0
return newP
}
func getValueOfPolynomial(p polynomial) uint8 {
var v uint8
for i, coefficient := range p[:deg] {
if coefficient != 0 {
add := 1 << uint8(i)
v += uint8(add)
}
}
return v
}
func genLogTable(expTable []byte) []byte {
table := make([]byte, (1 << deg))
//table[0] 无法由本原元的幂得到
table[0] = 0
for i, v := range expTable {
table[v] = byte(i)
}
return table
}
func genMulTable(expTable, logTable []byte) [256][256]byte {
var result [256][256]byte
for a := range result {
for b := range result[a] {
if a == 0 || b == 0 {
result[a][b] = 0
continue
}
logA := int(logTable[a])
logB := int(logTable[b])
logSum := logA + logB
for logSum >= 255 {
logSum -= 255
}
result[a][b] = expTable[logSum]
}
}
return result
}
func genMulTableHalf(mulTable [256][256]byte) (low [256][16]byte, high [256][16]byte) {
for a := range low {
for b := range low {
//result := 0
var result byte
if !(a == 0 || b == 0) {
//result = int(mulTable[a][b])
result = mulTable[a][b]
}
// b & 00001111, [0,15]
if (b & 0xf) == b {
low[a][b] = result
}
// b & 11110000, [240,255]
if (b & 0xf0) == b {
high[a][b>>4] = result
}
}
}
return
}
func genInverseTable(mulTable [256][256]byte) [256]byte {
var inVerseTable [256]byte
for i, t := range mulTable {
for j, v := range t {
if int(v) == 1 {
inVerseTable[i] = byte(j)
}
}
}
return inVerseTable
}
func formatPolynomial(p polynomial) string {
var ps string
for i := deg; i > 1; i-- {
if p[i] == 1 {
ps = ps + "x^" + strconv.FormatInt(int64(i), 10) + "+"
}
}
if p[1] == 1 {
ps = ps + "x+"
}
if p[0] == 1 {
ps = ps + "1"
} else {
strings.TrimSuffix(ps, "+")
}
return ps
}

156
vendor/github.com/templexxx/reedsolomon/matrix.go generated vendored Normal file
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package reedsolomon
import "errors"
type matrix []byte
func genEncMatrixCauchy(d, p int) matrix {
t := d + p
m := make([]byte, t*d)
for i := 0; i < d; i++ {
m[i*d+i] = byte(1)
}
d2 := d * d
for i := d; i < t; i++ {
for j := 0; j < d; j++ {
d := i ^ j
a := inverseTbl[d]
m[d2] = byte(a)
d2++
}
}
return m
}
func gfExp(b byte, n int) byte {
if n == 0 {
return 1
}
if b == 0 {
return 0
}
a := logTbl[b]
ret := int(a) * n
for ret >= 255 {
ret -= 255
}
return byte(expTbl[ret])
}
func genVandMatrix(vm []byte, t, d int) {
for i := 0; i < t; i++ {
for j := 0; j < d; j++ {
vm[i*d+j] = gfExp(byte(i), j)
}
}
}
func (m matrix) mul(right matrix, rows, cols int, r []byte) {
for i := 0; i < rows; i++ {
for j := 0; j < cols; j++ {
var v byte
for k := 0; k < cols; k++ {
v ^= gfMul(m[i*cols+k], right[k*cols+j])
}
r[i*cols+j] = v
}
}
}
func genEncMatrixVand(d, p int) (matrix, error) {
t := d + p
buf := make([]byte, (2*t+4*d)*d)
vm := buf[:t*d]
genVandMatrix(vm, t, d)
top := buf[t*d : (t+d)*d]
copy(top, vm[:d*d])
raw := buf[(t+d)*d : (t+3*d)*d]
im := buf[(t+3*d)*d : (t+4*d)*d]
err := matrix(top).invert(raw, d, im)
if err != nil {
return nil, err
}
r := buf[(t+4*d)*d : (2*t+4*d)*d]
matrix(vm).mul(im, t, d, r)
return matrix(r), nil
}
// [I|m'] -> [m']
func (m matrix) subMatrix(n int, r []byte) {
for i := 0; i < n; i++ {
off := i * n
copy(r[off:off+n], m[2*off+n:2*(off+n)])
}
}
func (m matrix) invert(raw matrix, n int, im []byte) error {
// [m] -> [m|I]
for i := 0; i < n; i++ {
t := i * n
copy(raw[2*t:2*t+n], m[t:t+n])
raw[2*t+i+n] = byte(1)
}
err := gauss(raw, n)
if err != nil {
return err
}
raw.subMatrix(n, im)
return nil
}
func (m matrix) swap(i, j, n int) {
for k := 0; k < n; k++ {
m[i*n+k], m[j*n+k] = m[j*n+k], m[i*n+k]
}
}
func gfMul(a, b byte) byte {
return mulTbl[a][b]
}
var errSingular = errors.New("rs.invert: matrix is singular")
// [m|I] -> [I|m']
func gauss(m matrix, n int) error {
n2 := 2 * n
for i := 0; i < n; i++ {
if m[i*n2+i] == 0 {
for j := i + 1; j < n; j++ {
if m[j*n2+i] != 0 {
m.swap(i, j, n2)
break
}
}
}
if m[i*n2+i] == 0 {
return errSingular
}
if m[i*n2+i] != 1 {
d := m[i*n2+i]
scale := inverseTbl[d]
for c := 0; c < n2; c++ {
m[i*n2+c] = gfMul(m[i*n2+c], scale)
}
}
for j := i + 1; j < n; j++ {
if m[j*n2+i] != 0 {
scale := m[j*n2+i]
for c := 0; c < n2; c++ {
m[j*n2+c] ^= gfMul(scale, m[i*n2+c])
}
}
}
}
for k := 0; k < n; k++ {
for j := 0; j < k; j++ {
if m[j*n2+k] != 0 {
scale := m[j*n2+k]
for c := 0; c < n2; c++ {
m[j*n2+c] ^= gfMul(scale, m[k*n2+c])
}
}
}
}
return nil
}

280
vendor/github.com/templexxx/reedsolomon/rs.go generated vendored Normal file
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/*
Reed-Solomon Codes over GF(2^8)
Primitive Polynomial: x^8+x^4+x^3+x^2+1
Galois Filed arithmetic using Intel SIMD instructions (AVX2 or SSSE3)
*/
package reedsolomon
import "errors"
// Encoder implements for Reed-Solomon Encoding/Reconstructing
type Encoder interface {
// Encode multiply generator-matrix with data
// len(vects) must be equal with num of data+parity
Encode(vects [][]byte) error
// Result of reconst will be put into origin position of vects
// it means if you lost vects[0], after reconst the vects[0]'s data will be back in vects[0]
// Reconstruct repair lost data & parity
// Set vect nil if lost
Reconstruct(vects [][]byte) error
// Reconstruct repair lost data
// Set vect nil if lost
ReconstructData(vects [][]byte) error
// ReconstWithPos repair lost data&parity with has&lost vects position
// Save bandwidth&disk I/O (cmp with Reconstruct, if the lost is less than num of parity)
// As erasure codes, we must know which vect is broken,
// so it's necessary to provide such APIs
// len(has) must equal num of data vects
// Example:
// in 3+2, the whole position: [0,1,2,3,4]
// if lost vects[0]
// the "has" could be [1,2,3] or [1,2,4] or ...
// then you must be sure that vects[1] vects[2] vects[3] have correct data (if the "has" is [1,2,3])
// the "dLost" will be [0]
// ps:
// 1. the above lists are in increasing orders TODO support out-of-order
// 2. each vect has same len, don't set it nil
// so we don't need to make slice
ReconstWithPos(vects [][]byte, has, dLost, pLost []int) error
//// ReconstWithPos repair lost data with survived&lost vects position
//// Don't need to append position of parity lost into "lost"
ReconstDataWithPos(vects [][]byte, has, dLost []int) error
}
func checkCfg(d, p int) error {
if (d <= 0) || (p <= 0) {
return errors.New("rs.New: data or parity <= 0")
}
if d+p >= 256 {
return errors.New("rs.New: data+parity >= 256")
}
return nil
}
// New create an Encoder (vandermonde matrix as Encoding matrix)
func New(data, parity int) (enc Encoder, err error) {
err = checkCfg(data, parity)
if err != nil {
return
}
e, err := genEncMatrixVand(data, parity)
if err != nil {
return
}
return newRS(data, parity, e), nil
}
// NewCauchy create an Encoder (cauchy matrix as Generator Matrix)
func NewCauchy(data, parity int) (enc Encoder, err error) {
err = checkCfg(data, parity)
if err != nil {
return
}
e := genEncMatrixCauchy(data, parity)
return newRS(data, parity, e), nil
}
type encBase struct {
data int
parity int
encode []byte
gen []byte
}
func checkEnc(d, p int, vs [][]byte) (size int, err error) {
total := len(vs)
if d+p != total {
err = errors.New("rs.checkER: vects not match rs args")
return
}
size = len(vs[0])
if size == 0 {
err = errors.New("rs.checkER: vects size = 0")
return
}
for i := 1; i < total; i++ {
if len(vs[i]) != size {
err = errors.New("rs.checkER: vects size mismatch")
return
}
}
return
}
func (e *encBase) Encode(vects [][]byte) (err error) {
d := e.data
p := e.parity
_, err = checkEnc(d, p, vects)
if err != nil {
return
}
dv := vects[:d]
pv := vects[d:]
g := e.gen
for i := 0; i < d; i++ {
for j := 0; j < p; j++ {
if i != 0 {
mulVectAdd(g[j*d+i], dv[i], pv[j])
} else {
mulVect(g[j*d], dv[0], pv[j])
}
}
}
return
}
func mulVect(c byte, a, b []byte) {
t := mulTbl[c]
for i := 0; i < len(a); i++ {
b[i] = t[a[i]]
}
}
func mulVectAdd(c byte, a, b []byte) {
t := mulTbl[c]
for i := 0; i < len(a); i++ {
b[i] ^= t[a[i]]
}
}
func (e *encBase) Reconstruct(vects [][]byte) (err error) {
return e.reconstruct(vects, false)
}
func (e *encBase) ReconstructData(vects [][]byte) (err error) {
return e.reconstruct(vects, true)
}
func (e *encBase) ReconstWithPos(vects [][]byte, has, dLost, pLost []int) error {
return e.reconstWithPos(vects, has, dLost, pLost, false)
}
func (e *encBase) ReconstDataWithPos(vects [][]byte, has, dLost []int) error {
return e.reconstWithPos(vects, has, dLost, nil, true)
}
func (e *encBase) reconst(vects [][]byte, has, dLost, pLost []int, dataOnly bool) (err error) {
d := e.data
em := e.encode
dCnt := len(dLost)
size := len(vects[has[0]])
if dCnt != 0 {
vtmp := make([][]byte, d+dCnt)
for i, p := range has {
vtmp[i] = vects[p]
}
for i, p := range dLost {
if len(vects[p]) == 0 {
vects[p] = make([]byte, size)
}
vtmp[i+d] = vects[p]
}
matrixbuf := make([]byte, 4*d*d+dCnt*d)
m := matrixbuf[:d*d]
for i, l := range has {
copy(m[i*d:i*d+d], em[l*d:l*d+d])
}
raw := matrixbuf[d*d : 3*d*d]
im := matrixbuf[3*d*d : 4*d*d]
err2 := matrix(m).invert(raw, d, im)
if err2 != nil {
return err2
}
g := matrixbuf[4*d*d:]
for i, l := range dLost {
copy(g[i*d:i*d+d], im[l*d:l*d+d])
}
etmp := &encBase{data: d, parity: dCnt, gen: g}
err2 = etmp.Encode(vtmp[:d+dCnt])
if err2 != nil {
return err2
}
}
if dataOnly {
return
}
pCnt := len(pLost)
if pCnt != 0 {
vtmp := make([][]byte, d+pCnt)
g := make([]byte, pCnt*d)
for i, l := range pLost {
copy(g[i*d:i*d+d], em[l*d:l*d+d])
}
for i := 0; i < d; i++ {
vtmp[i] = vects[i]
}
for i, p := range pLost {
if len(vects[p]) == 0 {
vects[p] = make([]byte, size)
}
vtmp[i+d] = vects[p]
}
etmp := &encBase{data: d, parity: pCnt, gen: g}
err2 := etmp.Encode(vtmp[:d+pCnt])
if err2 != nil {
return err2
}
}
return
}
func (e *encBase) reconstWithPos(vects [][]byte, has, dLost, pLost []int, dataOnly bool) (err error) {
d := e.data
p := e.parity
// TODO check more, maybe element in has show in lost & deal with len(has) > d
if len(has) != d {
return errors.New("rs.Reconst: not enough vects")
}
dCnt := len(dLost)
if dCnt > p {
return errors.New("rs.Reconst: not enough vects")
}
pCnt := len(pLost)
if pCnt > p {
return errors.New("rs.Reconst: not enough vects")
}
return e.reconst(vects, has, dLost, pLost, dataOnly)
}
func (e *encBase) reconstruct(vects [][]byte, dataOnly bool) (err error) {
d := e.data
p := e.parity
t := d + p
listBuf := make([]int, t+p)
has := listBuf[:d]
dLost := listBuf[d:t]
pLost := listBuf[t : t+p]
hasCnt, dCnt, pCnt := 0, 0, 0
for i := 0; i < t; i++ {
if vects[i] != nil {
if hasCnt < d {
has[hasCnt] = i
hasCnt++
}
} else {
if i < d {
if dCnt < p {
dLost[dCnt] = i
dCnt++
} else {
return errors.New("rs.Reconst: not enough vects")
}
} else {
if pCnt < p {
pLost[pCnt] = i
pCnt++
} else {
return errors.New("rs.Reconst: not enough vects")
}
}
}
}
if hasCnt != d {
return errors.New("rs.Reconst: not enough vects")
}
dLost = dLost[:dCnt]
pLost = pLost[:pCnt]
return e.reconst(vects, has, dLost, pLost, dataOnly)
}

868
vendor/github.com/templexxx/reedsolomon/rs_amd64.go generated vendored Normal file
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package reedsolomon
import (
"errors"
"sync"
"github.com/templexxx/cpufeat"
)
// SIMD Instruction Extensions
const (
none = iota
avx2
ssse3
)
var extension = none
func init() {
getEXT()
}
func getEXT() {
if cpufeat.X86.HasAVX2 {
extension = avx2
return
} else if cpufeat.X86.HasSSSE3 {
extension = ssse3
return
} else {
extension = none
return
}
}
//go:noescape
func copy32B(dst, src []byte) // Need SSE2(introduced in 2001)
func initTbl(g matrix, rows, cols int, tbl []byte) {
off := 0
for i := 0; i < cols; i++ {
for j := 0; j < rows; j++ {
c := g[j*cols+i]
t := lowhighTbl[c][:]
copy32B(tbl[off:off+32], t)
off += 32
}
}
}
// At most 3060 inverse matrix (when data=14, parity=4, calc by mathtool/cntinverse)
// In practice, data usually below 12, parity below 5
func okCache(data, parity int) bool {
if data < 15 && parity < 5 { // you can change it, but the data+parity can't be bigger than 32 (tips: see the codes about make inverse matrix)
return true
}
return false
}
type (
encSSSE3 encSIMD
encAVX2 encSIMD
encSIMD struct {
data int
parity int
encode matrix
gen matrix
tbl []byte
// inverse matrix cache is design for small vect size ( < 4KB )
// it will save time for calculating inverse matrix
// but it's not so important for big vect size
enableCache bool
inverseCache iCache
}
iCache struct {
sync.RWMutex
data map[uint32][]byte
}
)
func newRS(d, p int, em matrix) (enc Encoder) {
g := em[d*d:]
if extension == none {
return &encBase{data: d, parity: p, encode: em, gen: g}
}
t := make([]byte, d*p*32)
initTbl(g, p, d, t)
ok := okCache(d, p)
if extension == avx2 {
e := &encAVX2{data: d, parity: p, encode: em, gen: g, tbl: t, enableCache: ok,
inverseCache: iCache{data: make(map[uint32][]byte)}}
return e
}
e := &encSSSE3{data: d, parity: p, encode: em, gen: g, tbl: t, enableCache: ok,
inverseCache: iCache{data: make(map[uint32][]byte)}}
return e
}
// Size of sub-vector
const unit int = 16 * 1024
func getDo(n int) int {
if n < unit {
c := n >> 4
if c == 0 {
return unit
}
return c << 4
}
return unit
}
func (e *encAVX2) Encode(vects [][]byte) (err error) {
d := e.data
p := e.parity
size, err := checkEnc(d, p, vects)
if err != nil {
return
}
dv := vects[:d]
pv := vects[d:]
start, end := 0, 0
do := getDo(size)
for start < size {
end = start + do
if end <= size {
e.matrixMul(start, end, dv, pv)
start = end
} else {
e.matrixMulRemain(start, size, dv, pv)
start = size
}
}
return
}
//go:noescape
func mulVectAVX2(tbl, d, p []byte)
//go:noescape
func mulVectAddAVX2(tbl, d, p []byte)
func (e *encAVX2) matrixMul(start, end int, dv, pv [][]byte) {
d := e.data
p := e.parity
tbl := e.tbl
off := 0
for i := 0; i < d; i++ {
for j := 0; j < p; j++ {
t := tbl[off : off+32]
if i != 0 {
mulVectAddAVX2(t, dv[i][start:end], pv[j][start:end])
} else {
mulVectAVX2(t, dv[0][start:end], pv[j][start:end])
}
off += 32
}
}
}
func (e *encAVX2) matrixMulRemain(start, end int, dv, pv [][]byte) {
undone := end - start
do := (undone >> 4) << 4
d := e.data
p := e.parity
tbl := e.tbl
if do >= 16 {
end2 := start + do
off := 0
for i := 0; i < d; i++ {
for j := 0; j < p; j++ {
t := tbl[off : off+32]
if i != 0 {
mulVectAddAVX2(t, dv[i][start:end2], pv[j][start:end2])
} else {
mulVectAVX2(t, dv[0][start:end2], pv[j][start:end2])
}
off += 32
}
}
start = end
}
if undone > do {
// may recalculate some data, but still improve a lot
start2 := end - 16
if start2 >= 0 {
off := 0
for i := 0; i < d; i++ {
for j := 0; j < p; j++ {
t := tbl[off : off+32]
if i != 0 {
mulVectAddAVX2(t, dv[i][start2:end], pv[j][start2:end])
} else {
mulVectAVX2(t, dv[0][start2:end], pv[j][start2:end])
}
off += 32
}
}
} else {
g := e.gen
for i := 0; i < d; i++ {
for j := 0; j < p; j++ {
if i != 0 {
mulVectAdd(g[j*d+i], dv[i][start:], pv[j][start:])
} else {
mulVect(g[j*d], dv[0][start:], pv[j][start:])
}
}
}
}
}
}
// use generator-matrix but not tbls for encoding
// it's design for reconstructing
// for small vects, it cost to much time on initTbl, so drop it
// and for big vects, the tbls can't impact much, because the cache will be filled with vects' data
func (e *encAVX2) encodeGen(vects [][]byte) (err error) {
d := e.data
p := e.parity
size, err := checkEnc(d, p, vects)
if err != nil {
return
}
dv := vects[:d]
pv := vects[d:]
start, end := 0, 0
do := getDo(size)
for start < size {
end = start + do
if end <= size {
e.matrixMulGen(start, end, dv, pv)
start = end
} else {
e.matrixMulRemainGen(start, size, dv, pv)
start = size
}
}
return
}
func (e *encAVX2) matrixMulGen(start, end int, dv, pv [][]byte) {
d := e.data
p := e.parity
g := e.gen
for i := 0; i < d; i++ {
for j := 0; j < p; j++ {
t := lowhighTbl[g[j*d+i]][:]
if i != 0 {
mulVectAddAVX2(t, dv[i][start:end], pv[j][start:end])
} else {
mulVectAVX2(t, dv[0][start:end], pv[j][start:end])
}
}
}
}
func (e *encAVX2) matrixMulRemainGen(start, end int, dv, pv [][]byte) {
undone := end - start
do := (undone >> 4) << 4
d := e.data
p := e.parity
g := e.gen
if do >= 16 {
end2 := start + do
for i := 0; i < d; i++ {
for j := 0; j < p; j++ {
t := lowhighTbl[g[j*d+i]][:]
if i != 0 {
mulVectAddAVX2(t, dv[i][start:end2], pv[j][start:end2])
} else {
mulVectAVX2(t, dv[0][start:end2], pv[j][start:end2])
}
}
}
start = end
}
if undone > do {
start2 := end - 16
if start2 >= 0 {
for i := 0; i < d; i++ {
for j := 0; j < p; j++ {
t := lowhighTbl[g[j*d+i]][:]
if i != 0 {
mulVectAddAVX2(t, dv[i][start2:end], pv[j][start2:end])
} else {
mulVectAVX2(t, dv[0][start2:end], pv[j][start2:end])
}
}
}
} else {
for i := 0; i < d; i++ {
for j := 0; j < p; j++ {
if i != 0 {
mulVectAdd(g[j*d+i], dv[i][start:], pv[j][start:])
} else {
mulVect(g[j*d], dv[0][start:], pv[j][start:])
}
}
}
}
}
}
func (e *encAVX2) Reconstruct(vects [][]byte) (err error) {
return e.reconstruct(vects, false)
}
func (e *encAVX2) ReconstructData(vects [][]byte) (err error) {
return e.reconstruct(vects, true)
}
func (e *encAVX2) ReconstWithPos(vects [][]byte, has, dLost, pLost []int) error {
return e.reconstWithPos(vects, has, dLost, pLost, false)
}
func (e *encAVX2) ReconstDataWithPos(vects [][]byte, has, dLost []int) error {
return e.reconstWithPos(vects, has, dLost, nil, true)
}
func (e *encAVX2) makeGen(has, dLost []int) (gen []byte, err error) {
d := e.data
em := e.encode
cnt := len(dLost)
if !e.enableCache {
matrixbuf := make([]byte, 4*d*d+cnt*d)
m := matrixbuf[:d*d]
for i, l := range has {
copy(m[i*d:i*d+d], em[l*d:l*d+d])
}
raw := matrixbuf[d*d : 3*d*d]
im := matrixbuf[3*d*d : 4*d*d]
err2 := matrix(m).invert(raw, d, im)
if err2 != nil {
return nil, err2
}
g := matrixbuf[4*d*d:]
for i, l := range dLost {
copy(g[i*d:i*d+d], im[l*d:l*d+d])
}
return g, nil
}
var ikey uint32
for _, p := range has {
ikey += 1 << uint8(p)
}
e.inverseCache.RLock()
v, ok := e.inverseCache.data[ikey]
if ok {
im := v
g := make([]byte, cnt*d)
for i, l := range dLost {
copy(g[i*d:i*d+d], im[l*d:l*d+d])
}
e.inverseCache.RUnlock()
return g, nil
}
e.inverseCache.RUnlock()
matrixbuf := make([]byte, 4*d*d+cnt*d)
m := matrixbuf[:d*d]
for i, l := range has {
copy(m[i*d:i*d+d], em[l*d:l*d+d])
}
raw := matrixbuf[d*d : 3*d*d]
im := matrixbuf[3*d*d : 4*d*d]
err2 := matrix(m).invert(raw, d, im)
if err2 != nil {
return nil, err2
}
e.inverseCache.Lock()
e.inverseCache.data[ikey] = im
e.inverseCache.Unlock()
g := matrixbuf[4*d*d:]
for i, l := range dLost {
copy(g[i*d:i*d+d], im[l*d:l*d+d])
}
return g, nil
}
func (e *encAVX2) reconst(vects [][]byte, has, dLost, pLost []int, dataOnly bool) (err error) {
d := e.data
em := e.encode
dCnt := len(dLost)
size := len(vects[has[0]])
if dCnt != 0 {
vtmp := make([][]byte, d+dCnt)
for i, p := range has {
vtmp[i] = vects[p]
}
for i, p := range dLost {
if len(vects[p]) == 0 {
vects[p] = make([]byte, size)
}
vtmp[i+d] = vects[p]
}
g, err2 := e.makeGen(has, dLost)
if err2 != nil {
return
}
etmp := &encAVX2{data: d, parity: dCnt, gen: g}
err2 = etmp.encodeGen(vtmp)
if err2 != nil {
return err2
}
}
if dataOnly {
return
}
pCnt := len(pLost)
if pCnt != 0 {
g := make([]byte, pCnt*d)
for i, l := range pLost {
copy(g[i*d:i*d+d], em[l*d:l*d+d])
}
vtmp := make([][]byte, d+pCnt)
for i := 0; i < d; i++ {
vtmp[i] = vects[i]
}
for i, p := range pLost {
if len(vects[p]) == 0 {
vects[p] = make([]byte, size)
}
vtmp[i+d] = vects[p]
}
etmp := &encAVX2{data: d, parity: pCnt, gen: g}
err2 := etmp.encodeGen(vtmp)
if err2 != nil {
return err2
}
}
return
}
func (e *encAVX2) reconstWithPos(vects [][]byte, has, dLost, pLost []int, dataOnly bool) (err error) {
d := e.data
p := e.parity
if len(has) != d {
return errors.New("rs.Reconst: not enough vects")
}
dCnt := len(dLost)
if dCnt > p {
return errors.New("rs.Reconst: not enough vects")
}
pCnt := len(pLost)
if pCnt > p {
return errors.New("rs.Reconst: not enough vects")
}
return e.reconst(vects, has, dLost, pLost, dataOnly)
}
func (e *encAVX2) reconstruct(vects [][]byte, dataOnly bool) (err error) {
d := e.data
p := e.parity
t := d + p
listBuf := make([]int, t+p)
has := listBuf[:d]
dLost := listBuf[d:t]
pLost := listBuf[t : t+p]
hasCnt, dCnt, pCnt := 0, 0, 0
for i := 0; i < t; i++ {
if vects[i] != nil {
if hasCnt < d {
has[hasCnt] = i
hasCnt++
}
} else {
if i < d {
if dCnt < p {
dLost[dCnt] = i
dCnt++
} else {
return errors.New("rs.Reconst: not enough vects")
}
} else {
if pCnt < p {
pLost[pCnt] = i
pCnt++
} else {
return errors.New("rs.Reconst: not enough vects")
}
}
}
}
if hasCnt != d {
return errors.New("rs.Reconst: not enough vects")
}
dLost = dLost[:dCnt]
pLost = pLost[:pCnt]
return e.reconst(vects, has, dLost, pLost, dataOnly)
}
func (e *encSSSE3) Encode(vects [][]byte) (err error) {
d := e.data
p := e.parity
size, err := checkEnc(d, p, vects)
if err != nil {
return
}
dv := vects[:d]
pv := vects[d:]
start, end := 0, 0
do := getDo(size)
for start < size {
end = start + do
if end <= size {
e.matrixMul(start, end, dv, pv)
start = end
} else {
e.matrixMulRemain(start, size, dv, pv)
start = size
}
}
return
}
//go:noescape
func mulVectSSSE3(tbl, d, p []byte)
//go:noescape
func mulVectAddSSSE3(tbl, d, p []byte)
func (e *encSSSE3) matrixMul(start, end int, dv, pv [][]byte) {
d := e.data
p := e.parity
tbl := e.tbl
off := 0
for i := 0; i < d; i++ {
for j := 0; j < p; j++ {
t := tbl[off : off+32]
if i != 0 {
mulVectAddSSSE3(t, dv[i][start:end], pv[j][start:end])
} else {
mulVectSSSE3(t, dv[0][start:end], pv[j][start:end])
}
off += 32
}
}
}
func (e *encSSSE3) matrixMulRemain(start, end int, dv, pv [][]byte) {
undone := end - start
do := (undone >> 4) << 4
d := e.data
p := e.parity
tbl := e.tbl
if do >= 16 {
end2 := start + do
off := 0
for i := 0; i < d; i++ {
for j := 0; j < p; j++ {
t := tbl[off : off+32]
if i != 0 {
mulVectAddSSSE3(t, dv[i][start:end2], pv[j][start:end2])
} else {
mulVectSSSE3(t, dv[0][start:end2], pv[j][start:end2])
}
off += 32
}
}
start = end
}
if undone > do {
start2 := end - 16
if start2 >= 0 {
off := 0
for i := 0; i < d; i++ {
for j := 0; j < p; j++ {
t := tbl[off : off+32]
if i != 0 {
mulVectAddSSSE3(t, dv[i][start2:end], pv[j][start2:end])
} else {
mulVectSSSE3(t, dv[0][start2:end], pv[j][start2:end])
}
off += 32
}
}
} else {
g := e.gen
for i := 0; i < d; i++ {
for j := 0; j < p; j++ {
if i != 0 {
mulVectAdd(g[j*d+i], dv[i][start:], pv[j][start:])
} else {
mulVect(g[j*d], dv[0][start:], pv[j][start:])
}
}
}
}
}
}
// use generator-matrix but not tbls for encoding
// it's design for reconstructing
// for small vects, it cost to much time on initTbl, so drop it
// and for big vects, the tbls can't impact much, because the cache will be filled with vects' data
func (e *encSSSE3) encodeGen(vects [][]byte) (err error) {
d := e.data
p := e.parity
size, err := checkEnc(d, p, vects)
if err != nil {
return
}
dv := vects[:d]
pv := vects[d:]
start, end := 0, 0
do := getDo(size)
for start < size {
end = start + do
if end <= size {
e.matrixMulGen(start, end, dv, pv)
start = end
} else {
e.matrixMulRemainGen(start, size, dv, pv)
start = size
}
}
return
}
func (e *encSSSE3) matrixMulGen(start, end int, dv, pv [][]byte) {
d := e.data
p := e.parity
g := e.gen
for i := 0; i < d; i++ {
for j := 0; j < p; j++ {
t := lowhighTbl[g[j*d+i]][:]
if i != 0 {
mulVectAddSSSE3(t, dv[i][start:end], pv[j][start:end])
} else {
mulVectSSSE3(t, dv[0][start:end], pv[j][start:end])
}
}
}
}
func (e *encSSSE3) matrixMulRemainGen(start, end int, dv, pv [][]byte) {
undone := end - start
do := (undone >> 4) << 4
d := e.data
p := e.parity
g := e.gen
if do >= 16 {
end2 := start + do
for i := 0; i < d; i++ {
for j := 0; j < p; j++ {
t := lowhighTbl[g[j*d+i]][:]
if i != 0 {
mulVectAddSSSE3(t, dv[i][start:end2], pv[j][start:end2])
} else {
mulVectSSSE3(t, dv[0][start:end2], pv[j][start:end2])
}
}
}
start = end
}
if undone > do {
start2 := end - 16
if start2 >= 0 {
for i := 0; i < d; i++ {
for j := 0; j < p; j++ {
t := lowhighTbl[g[j*d+i]][:]
if i != 0 {
mulVectAddSSSE3(t, dv[i][start2:end], pv[j][start2:end])
} else {
mulVectSSSE3(t, dv[0][start2:end], pv[j][start2:end])
}
}
}
} else {
for i := 0; i < d; i++ {
for j := 0; j < p; j++ {
if i != 0 {
mulVectAdd(g[j*d+i], dv[i][start:], pv[j][start:])
} else {
mulVect(g[j*d], dv[0][start:], pv[j][start:])
}
}
}
}
}
}
func (e *encSSSE3) Reconstruct(vects [][]byte) (err error) {
return e.reconstruct(vects, false)
}
func (e *encSSSE3) ReconstructData(vects [][]byte) (err error) {
return e.reconstruct(vects, true)
}
func (e *encSSSE3) ReconstWithPos(vects [][]byte, has, dLost, pLost []int) error {
return e.reconstWithPos(vects, has, dLost, pLost, false)
}
func (e *encSSSE3) ReconstDataWithPos(vects [][]byte, has, dLost []int) error {
return e.reconstWithPos(vects, has, dLost, nil, true)
}
func (e *encSSSE3) makeGen(has, dLost []int) (gen []byte, err error) {
d := e.data
em := e.encode
cnt := len(dLost)
if !e.enableCache {
matrixbuf := make([]byte, 4*d*d+cnt*d)
m := matrixbuf[:d*d]
for i, l := range has {
copy(m[i*d:i*d+d], em[l*d:l*d+d])
}
raw := matrixbuf[d*d : 3*d*d]
im := matrixbuf[3*d*d : 4*d*d]
err2 := matrix(m).invert(raw, d, im)
if err2 != nil {
return nil, err2
}
g := matrixbuf[4*d*d:]
for i, l := range dLost {
copy(g[i*d:i*d+d], im[l*d:l*d+d])
}
return g, nil
}
var ikey uint32
for _, p := range has {
ikey += 1 << uint8(p)
}
e.inverseCache.RLock()
v, ok := e.inverseCache.data[ikey]
if ok {
im := v
g := make([]byte, cnt*d)
for i, l := range dLost {
copy(g[i*d:i*d+d], im[l*d:l*d+d])
}
e.inverseCache.RUnlock()
return g, nil
}
e.inverseCache.RUnlock()
matrixbuf := make([]byte, 4*d*d+cnt*d)
m := matrixbuf[:d*d]
for i, l := range has {
copy(m[i*d:i*d+d], em[l*d:l*d+d])
}
raw := matrixbuf[d*d : 3*d*d]
im := matrixbuf[3*d*d : 4*d*d]
err2 := matrix(m).invert(raw, d, im)
if err2 != nil {
return nil, err2
}
e.inverseCache.Lock()
e.inverseCache.data[ikey] = im
e.inverseCache.Unlock()
g := matrixbuf[4*d*d:]
for i, l := range dLost {
copy(g[i*d:i*d+d], im[l*d:l*d+d])
}
return g, nil
}
func (e *encSSSE3) reconst(vects [][]byte, has, dLost, pLost []int, dataOnly bool) (err error) {
d := e.data
em := e.encode
dCnt := len(dLost)
size := len(vects[has[0]])
if dCnt != 0 {
vtmp := make([][]byte, d+dCnt)
for i, p := range has {
vtmp[i] = vects[p]
}
for i, p := range dLost {
if len(vects[p]) == 0 {
vects[p] = make([]byte, size)
}
vtmp[i+d] = vects[p]
}
g, err2 := e.makeGen(has, dLost)
if err2 != nil {
return
}
etmp := &encSSSE3{data: d, parity: dCnt, gen: g}
err2 = etmp.encodeGen(vtmp)
if err2 != nil {
return err2
}
}
if dataOnly {
return
}
pCnt := len(pLost)
if pCnt != 0 {
g := make([]byte, pCnt*d)
for i, l := range pLost {
copy(g[i*d:i*d+d], em[l*d:l*d+d])
}
vtmp := make([][]byte, d+pCnt)
for i := 0; i < d; i++ {
vtmp[i] = vects[i]
}
for i, p := range pLost {
if len(vects[p]) == 0 {
vects[p] = make([]byte, size)
}
vtmp[i+d] = vects[p]
}
etmp := &encSSSE3{data: d, parity: pCnt, gen: g}
err2 := etmp.encodeGen(vtmp)
if err2 != nil {
return err2
}
}
return
}
func (e *encSSSE3) reconstWithPos(vects [][]byte, has, dLost, pLost []int, dataOnly bool) (err error) {
d := e.data
p := e.parity
if len(has) != d {
return errors.New("rs.Reconst: not enough vects")
}
dCnt := len(dLost)
if dCnt > p {
return errors.New("rs.Reconst: not enough vects")
}
pCnt := len(pLost)
if pCnt > p {
return errors.New("rs.Reconst: not enough vects")
}
return e.reconst(vects, has, dLost, pLost, dataOnly)
}
func (e *encSSSE3) reconstruct(vects [][]byte, dataOnly bool) (err error) {
d := e.data
p := e.parity
t := d + p
listBuf := make([]int, t+p)
has := listBuf[:d]
dLost := listBuf[d:t]
pLost := listBuf[t : t+p]
hasCnt, dCnt, pCnt := 0, 0, 0
for i := 0; i < t; i++ {
if vects[i] != nil {
if hasCnt < d {
has[hasCnt] = i
hasCnt++
}
} else {
if i < d {
if dCnt < p {
dLost[dCnt] = i
dCnt++
} else {
return errors.New("rs.Reconst: not enough vects")
}
} else {
if pCnt < p {
pLost[pCnt] = i
pCnt++
} else {
return errors.New("rs.Reconst: not enough vects")
}
}
}
}
if hasCnt != d {
return errors.New("rs.Reconst: not enough vects")
}
dLost = dLost[:dCnt]
pLost = pLost[:pCnt]
return e.reconst(vects, has, dLost, pLost, dataOnly)
}

401
vendor/github.com/templexxx/reedsolomon/rs_amd64.s generated vendored Normal file
View File

@ -0,0 +1,401 @@
// Reference: www.ssrc.ucsc.edu/Papers/plank-fast13.pdf
#include "textflag.h"
#define low_tbl Y0
#define high_tbl Y1
#define mask Y2
#define in0 Y3
#define in1 Y4
#define in2 Y5
#define in3 Y6
#define in4 Y7
#define in5 Y8
#define in0_h Y10
#define in1_h Y11
#define in2_h Y12
#define in3_h Y13
#define in4_h Y14
#define in5_h Y15
#define in BX
#define out DI
#define len R8
#define pos R9
#define tmp0 R10
#define low_tblx X0
#define high_tblx X1
#define maskx X2
#define in0x X3
#define in0_hx X10
#define tmp0x X9
#define tmp1x X11
#define tmp2x X12
#define tmp3x X13
// func mulVectAVX2(tbl, d, p []byte)
TEXT ·mulVectAVX2(SB), NOSPLIT, $0
MOVQ i+24(FP), in
MOVQ o+48(FP), out
MOVQ tbl+0(FP), tmp0
VMOVDQU (tmp0), low_tblx
VMOVDQU 16(tmp0), high_tblx
MOVB $0x0f, DX
LONG $0x2069e3c4; WORD $0x00d2 // VPINSRB $0x00, EDX, XMM2, XMM2
VPBROADCASTB maskx, maskx
MOVQ in_len+32(FP), len
TESTQ $31, len
JNZ one16b
ymm:
VINSERTI128 $1, low_tblx, low_tbl, low_tbl
VINSERTI128 $1, high_tblx, high_tbl, high_tbl
VINSERTI128 $1, maskx, mask, mask
TESTQ $255, len
JNZ not_aligned
// 256bytes/loop
aligned:
MOVQ $0, pos
loop256b:
VMOVDQU (in)(pos*1), in0
VPSRLQ $4, in0, in0_h
VPAND mask, in0_h, in0_h
VPAND mask, in0, in0
VPSHUFB in0_h, high_tbl, in0_h
VPSHUFB in0, low_tbl, in0
VPXOR in0, in0_h, in0
VMOVDQU in0, (out)(pos*1)
VMOVDQU 32(in)(pos*1), in1
VPSRLQ $4, in1, in1_h
VPAND mask, in1_h, in1_h
VPAND mask, in1, in1
VPSHUFB in1_h, high_tbl, in1_h
VPSHUFB in1, low_tbl, in1
VPXOR in1, in1_h, in1
VMOVDQU in1, 32(out)(pos*1)
VMOVDQU 64(in)(pos*1), in2
VPSRLQ $4, in2, in2_h
VPAND mask, in2_h, in2_h
VPAND mask, in2, in2
VPSHUFB in2_h, high_tbl, in2_h
VPSHUFB in2, low_tbl, in2
VPXOR in2, in2_h, in2
VMOVDQU in2, 64(out)(pos*1)
VMOVDQU 96(in)(pos*1), in3
VPSRLQ $4, in3, in3_h
VPAND mask, in3_h, in3_h
VPAND mask, in3, in3
VPSHUFB in3_h, high_tbl, in3_h
VPSHUFB in3, low_tbl, in3
VPXOR in3, in3_h, in3
VMOVDQU in3, 96(out)(pos*1)
VMOVDQU 128(in)(pos*1), in4
VPSRLQ $4, in4, in4_h
VPAND mask, in4_h, in4_h
VPAND mask, in4, in4
VPSHUFB in4_h, high_tbl, in4_h
VPSHUFB in4, low_tbl, in4
VPXOR in4, in4_h, in4
VMOVDQU in4, 128(out)(pos*1)
VMOVDQU 160(in)(pos*1), in5
VPSRLQ $4, in5, in5_h
VPAND mask, in5_h, in5_h
VPAND mask, in5, in5
VPSHUFB in5_h, high_tbl, in5_h
VPSHUFB in5, low_tbl, in5
VPXOR in5, in5_h, in5
VMOVDQU in5, 160(out)(pos*1)
VMOVDQU 192(in)(pos*1), in0
VPSRLQ $4, in0, in0_h
VPAND mask, in0_h, in0_h
VPAND mask, in0, in0
VPSHUFB in0_h, high_tbl, in0_h
VPSHUFB in0, low_tbl, in0
VPXOR in0, in0_h, in0
VMOVDQU in0, 192(out)(pos*1)
VMOVDQU 224(in)(pos*1), in1
VPSRLQ $4, in1, in1_h
VPAND mask, in1_h, in1_h
VPAND mask, in1, in1
VPSHUFB in1_h, high_tbl, in1_h
VPSHUFB in1, low_tbl, in1
VPXOR in1, in1_h, in1
VMOVDQU in1, 224(out)(pos*1)
ADDQ $256, pos
CMPQ len, pos
JNE loop256b
VZEROUPPER
RET
not_aligned:
MOVQ len, tmp0
ANDQ $255, tmp0
loop32b:
VMOVDQU -32(in)(len*1), in0
VPSRLQ $4, in0, in0_h
VPAND mask, in0_h, in0_h
VPAND mask, in0, in0
VPSHUFB in0_h, high_tbl, in0_h
VPSHUFB in0, low_tbl, in0
VPXOR in0, in0_h, in0
VMOVDQU in0, -32(out)(len*1)
SUBQ $32, len
SUBQ $32, tmp0
JG loop32b
CMPQ len, $256
JGE aligned
VZEROUPPER
RET
one16b:
VMOVDQU -16(in)(len*1), in0x
VPSRLQ $4, in0x, in0_hx
VPAND maskx, in0x, in0x
VPAND maskx, in0_hx, in0_hx
VPSHUFB in0_hx, high_tblx, in0_hx
VPSHUFB in0x, low_tblx, in0x
VPXOR in0x, in0_hx, in0x
VMOVDQU in0x, -16(out)(len*1)
SUBQ $16, len
CMPQ len, $0
JNE ymm
RET
// func mulVectAddAVX2(tbl, d, p []byte)
TEXT ·mulVectAddAVX2(SB), NOSPLIT, $0
MOVQ i+24(FP), in
MOVQ o+48(FP), out
MOVQ tbl+0(FP), tmp0
VMOVDQU (tmp0), low_tblx
VMOVDQU 16(tmp0), high_tblx
MOVB $0x0f, DX
LONG $0x2069e3c4; WORD $0x00d2
VPBROADCASTB maskx, maskx
MOVQ in_len+32(FP), len
TESTQ $31, len
JNZ one16b
ymm:
VINSERTI128 $1, low_tblx, low_tbl, low_tbl
VINSERTI128 $1, high_tblx, high_tbl, high_tbl
VINSERTI128 $1, maskx, mask, mask
TESTQ $255, len
JNZ not_aligned
aligned:
MOVQ $0, pos
loop256b:
VMOVDQU (in)(pos*1), in0
VPSRLQ $4, in0, in0_h
VPAND mask, in0_h, in0_h
VPAND mask, in0, in0
VPSHUFB in0_h, high_tbl, in0_h
VPSHUFB in0, low_tbl, in0
VPXOR in0, in0_h, in0
VPXOR (out)(pos*1), in0, in0
VMOVDQU in0, (out)(pos*1)
VMOVDQU 32(in)(pos*1), in1
VPSRLQ $4, in1, in1_h
VPAND mask, in1_h, in1_h
VPAND mask, in1, in1
VPSHUFB in1_h, high_tbl, in1_h
VPSHUFB in1, low_tbl, in1
VPXOR in1, in1_h, in1
VPXOR 32(out)(pos*1), in1, in1
VMOVDQU in1, 32(out)(pos*1)
VMOVDQU 64(in)(pos*1), in2
VPSRLQ $4, in2, in2_h
VPAND mask, in2_h, in2_h
VPAND mask, in2, in2
VPSHUFB in2_h, high_tbl, in2_h
VPSHUFB in2, low_tbl, in2
VPXOR in2, in2_h, in2
VPXOR 64(out)(pos*1), in2, in2
VMOVDQU in2, 64(out)(pos*1)
VMOVDQU 96(in)(pos*1), in3
VPSRLQ $4, in3, in3_h
VPAND mask, in3_h, in3_h
VPAND mask, in3, in3
VPSHUFB in3_h, high_tbl, in3_h
VPSHUFB in3, low_tbl, in3
VPXOR in3, in3_h, in3
VPXOR 96(out)(pos*1), in3, in3
VMOVDQU in3, 96(out)(pos*1)
VMOVDQU 128(in)(pos*1), in4
VPSRLQ $4, in4, in4_h
VPAND mask, in4_h, in4_h
VPAND mask, in4, in4
VPSHUFB in4_h, high_tbl, in4_h
VPSHUFB in4, low_tbl, in4
VPXOR in4, in4_h, in4
VPXOR 128(out)(pos*1), in4, in4
VMOVDQU in4, 128(out)(pos*1)
VMOVDQU 160(in)(pos*1), in5
VPSRLQ $4, in5, in5_h
VPAND mask, in5_h, in5_h
VPAND mask, in5, in5
VPSHUFB in5_h, high_tbl, in5_h
VPSHUFB in5, low_tbl, in5
VPXOR in5, in5_h, in5
VPXOR 160(out)(pos*1), in5, in5
VMOVDQU in5, 160(out)(pos*1)
VMOVDQU 192(in)(pos*1), in0
VPSRLQ $4, in0, in0_h
VPAND mask, in0_h, in0_h
VPAND mask, in0, in0
VPSHUFB in0_h, high_tbl, in0_h
VPSHUFB in0, low_tbl, in0
VPXOR in0, in0_h, in0
VPXOR 192(out)(pos*1), in0, in0
VMOVDQU in0, 192(out)(pos*1)
VMOVDQU 224(in)(pos*1), in1
VPSRLQ $4, in1, in1_h
VPAND mask, in1_h, in1_h
VPAND mask, in1, in1
VPSHUFB in1_h, high_tbl, in1_h
VPSHUFB in1, low_tbl, in1
VPXOR in1, in1_h, in1
VPXOR 224(out)(pos*1), in1, in1
VMOVDQU in1, 224(out)(pos*1)
ADDQ $256, pos
CMPQ len, pos
JNE loop256b
VZEROUPPER
RET
not_aligned:
MOVQ len, tmp0
ANDQ $255, tmp0
loop32b:
VMOVDQU -32(in)(len*1), in0
VPSRLQ $4, in0, in0_h
VPAND mask, in0_h, in0_h
VPAND mask, in0, in0
VPSHUFB in0_h, high_tbl, in0_h
VPSHUFB in0, low_tbl, in0
VPXOR in0, in0_h, in0
VPXOR -32(out)(len*1), in0, in0
VMOVDQU in0, -32(out)(len*1)
SUBQ $32, len
SUBQ $32, tmp0
JG loop32b
CMPQ len, $256
JGE aligned
VZEROUPPER
RET
one16b:
VMOVDQU -16(in)(len*1), in0x
VPSRLQ $4, in0x, in0_hx
VPAND maskx, in0x, in0x
VPAND maskx, in0_hx, in0_hx
VPSHUFB in0_hx, high_tblx, in0_hx
VPSHUFB in0x, low_tblx, in0x
VPXOR in0x, in0_hx, in0x
VPXOR -16(out)(len*1), in0x, in0x
VMOVDQU in0x, -16(out)(len*1)
SUBQ $16, len
CMPQ len, $0
JNE ymm
RET
// func mulVectSSSE3(tbl, d, p []byte)
TEXT ·mulVectSSSE3(SB), NOSPLIT, $0
MOVQ i+24(FP), in
MOVQ o+48(FP), out
MOVQ tbl+0(FP), tmp0
MOVOU (tmp0), low_tblx
MOVOU 16(tmp0), high_tblx
MOVB $15, tmp0
MOVQ tmp0, maskx
PXOR tmp0x, tmp0x
PSHUFB tmp0x, maskx
MOVQ in_len+32(FP), len
SHRQ $4, len
loop:
MOVOU (in), in0x
MOVOU in0x, in0_hx
PSRLQ $4, in0_hx
PAND maskx, in0x
PAND maskx, in0_hx
MOVOU low_tblx, tmp1x
MOVOU high_tblx, tmp2x
PSHUFB in0x, tmp1x
PSHUFB in0_hx, tmp2x
PXOR tmp1x, tmp2x
MOVOU tmp2x, (out)
ADDQ $16, in
ADDQ $16, out
SUBQ $1, len
JNZ loop
RET
// func mulVectAddSSSE3(tbl, d, p []byte)
TEXT ·mulVectAddSSSE3(SB), NOSPLIT, $0
MOVQ i+24(FP), in
MOVQ o+48(FP), out
MOVQ tbl+0(FP), tmp0
MOVOU (tmp0), low_tblx
MOVOU 16(tmp0), high_tblx
MOVB $15, tmp0
MOVQ tmp0, maskx
PXOR tmp0x, tmp0x
PSHUFB tmp0x, maskx
MOVQ in_len+32(FP), len
SHRQ $4, len
loop:
MOVOU (in), in0x
MOVOU in0x, in0_hx
PSRLQ $4, in0_hx
PAND maskx, in0x
PAND maskx, in0_hx
MOVOU low_tblx, tmp1x
MOVOU high_tblx, tmp2x
PSHUFB in0x, tmp1x
PSHUFB in0_hx, tmp2x
PXOR tmp1x, tmp2x
MOVOU (out), tmp3x
PXOR tmp3x, tmp2x
MOVOU tmp2x, (out)
ADDQ $16, in
ADDQ $16, out
SUBQ $1, len
JNZ loop
RET
// func copy32B(dst, src []byte)
TEXT ·copy32B(SB), NOSPLIT, $0
MOVQ dst+0(FP), SI
MOVQ src+24(FP), DX
MOVOU (DX), X0
MOVOU 16(DX), X1
MOVOU X0, (SI)
MOVOU X1, 16(SI)
RET

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// +build !amd64
package reedsolomon
func newRS(d, p int, em matrix) (enc Encoder) {
g := em[d*d:]
return &encBase{data: d, parity: p, encode: em, gen: g}
}

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291
vendor/github.com/tjfoc/gmsm/sm4/sm4.go generated vendored Normal file
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/*
Copyright Suzhou Tongji Fintech Research Institute 2017 All Rights Reserved.
Licensed under the Apache License, Version 2.0 (the "License");
you may not use this file except in compliance with the License.
You may obtain a copy of the License at
http://www.apache.org/licenses/LICENSE-2.0
Unless required by applicable law or agreed to in writing, software
distributed under the License is distributed on an "AS IS" BASIS,
WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
See the License for the specific language governing permissions and
limitations under the License.
*/
package sm4
import (
"crypto/cipher"
"crypto/rand"
"crypto/x509"
"encoding/pem"
"errors"
"io/ioutil"
"os"
"strconv"
)
const BlockSize = 16
type SM4Key []byte
type KeySizeError int
// Cipher is an instance of SM4 encryption.
type Sm4Cipher struct {
subkeys []uint32
block1 []uint32
block2 []byte
}
// sm4密钥参量
var fk = [4]uint32{
0xa3b1bac6, 0x56aa3350, 0x677d9197, 0xb27022dc,
}
// sm4密钥参量
var ck = [32]uint32{
0x00070e15, 0x1c232a31, 0x383f464d, 0x545b6269,
0x70777e85, 0x8c939aa1, 0xa8afb6bd, 0xc4cbd2d9,
0xe0e7eef5, 0xfc030a11, 0x181f262d, 0x343b4249,
0x50575e65, 0x6c737a81, 0x888f969d, 0xa4abb2b9,
0xc0c7ced5, 0xdce3eaf1, 0xf8ff060d, 0x141b2229,
0x30373e45, 0x4c535a61, 0x686f767d, 0x848b9299,
0xa0a7aeb5, 0xbcc3cad1, 0xd8dfe6ed, 0xf4fb0209,
0x10171e25, 0x2c333a41, 0x484f565d, 0x646b7279,
}
// sm4密钥参量
var sbox = [256]uint8{
0xd6, 0x90, 0xe9, 0xfe, 0xcc, 0xe1, 0x3d, 0xb7, 0x16, 0xb6, 0x14, 0xc2, 0x28, 0xfb, 0x2c, 0x05,
0x2b, 0x67, 0x9a, 0x76, 0x2a, 0xbe, 0x04, 0xc3, 0xaa, 0x44, 0x13, 0x26, 0x49, 0x86, 0x06, 0x99,
0x9c, 0x42, 0x50, 0xf4, 0x91, 0xef, 0x98, 0x7a, 0x33, 0x54, 0x0b, 0x43, 0xed, 0xcf, 0xac, 0x62,
0xe4, 0xb3, 0x1c, 0xa9, 0xc9, 0x08, 0xe8, 0x95, 0x80, 0xdf, 0x94, 0xfa, 0x75, 0x8f, 0x3f, 0xa6,
0x47, 0x07, 0xa7, 0xfc, 0xf3, 0x73, 0x17, 0xba, 0x83, 0x59, 0x3c, 0x19, 0xe6, 0x85, 0x4f, 0xa8,
0x68, 0x6b, 0x81, 0xb2, 0x71, 0x64, 0xda, 0x8b, 0xf8, 0xeb, 0x0f, 0x4b, 0x70, 0x56, 0x9d, 0x35,
0x1e, 0x24, 0x0e, 0x5e, 0x63, 0x58, 0xd1, 0xa2, 0x25, 0x22, 0x7c, 0x3b, 0x01, 0x21, 0x78, 0x87,
0xd4, 0x00, 0x46, 0x57, 0x9f, 0xd3, 0x27, 0x52, 0x4c, 0x36, 0x02, 0xe7, 0xa0, 0xc4, 0xc8, 0x9e,
0xea, 0xbf, 0x8a, 0xd2, 0x40, 0xc7, 0x38, 0xb5, 0xa3, 0xf7, 0xf2, 0xce, 0xf9, 0x61, 0x15, 0xa1,
0xe0, 0xae, 0x5d, 0xa4, 0x9b, 0x34, 0x1a, 0x55, 0xad, 0x93, 0x32, 0x30, 0xf5, 0x8c, 0xb1, 0xe3,
0x1d, 0xf6, 0xe2, 0x2e, 0x82, 0x66, 0xca, 0x60, 0xc0, 0x29, 0x23, 0xab, 0x0d, 0x53, 0x4e, 0x6f,
0xd5, 0xdb, 0x37, 0x45, 0xde, 0xfd, 0x8e, 0x2f, 0x03, 0xff, 0x6a, 0x72, 0x6d, 0x6c, 0x5b, 0x51,
0x8d, 0x1b, 0xaf, 0x92, 0xbb, 0xdd, 0xbc, 0x7f, 0x11, 0xd9, 0x5c, 0x41, 0x1f, 0x10, 0x5a, 0xd8,
0x0a, 0xc1, 0x31, 0x88, 0xa5, 0xcd, 0x7b, 0xbd, 0x2d, 0x74, 0xd0, 0x12, 0xb8, 0xe5, 0xb4, 0xb0,
0x89, 0x69, 0x97, 0x4a, 0x0c, 0x96, 0x77, 0x7e, 0x65, 0xb9, 0xf1, 0x09, 0xc5, 0x6e, 0xc6, 0x84,
0x18, 0xf0, 0x7d, 0xec, 0x3a, 0xdc, 0x4d, 0x20, 0x79, 0xee, 0x5f, 0x3e, 0xd7, 0xcb, 0x39, 0x48,
}
func rl(x uint32, i uint8) uint32 { return (x << (i % 32)) | (x >> (32 - (i % 32))) }
func l0(b uint32) uint32 { return b ^ rl(b, 13) ^ rl(b, 23) }
func l1(b uint32) uint32 { return b ^ rl(b, 2) ^ rl(b, 10) ^ rl(b, 18) ^ rl(b, 24) }
func feistel0(x0, x1, x2, x3, rk uint32) uint32 { return x0 ^ l0(p(x1^x2^x3^rk)) }
func feistel1(x0, x1, x2, x3, rk uint32) uint32 { return x0 ^ l1(p(x1^x2^x3^rk)) }
//非线性变换τ(.)
func p(a uint32) uint32 {
return (uint32(sbox[a>>24]) << 24) ^ (uint32(sbox[(a>>16)&0xff]) << 16) ^ (uint32(sbox[(a>>8)&0xff]) << 8) ^ uint32(sbox[(a)&0xff])
}
/*
func permuteInitialBlock(block []byte) []uint32 {
b := make([]uint32, 4, 4)
for i := 0; i < 4; i++ {
b[i] = (uint32(block[i*4]) << 24) | (uint32(block[i*4+1]) << 16) |
(uint32(block[i*4+2]) << 8) | (uint32(block[i*4+3]))
}
return b
}
func permuteFinalBlock(block []uint32) []byte {
b := make([]byte, 16, 16)
for i := 0; i < 4; i++ {
b[i*4] = uint8(block[i] >> 24)
b[i*4+1] = uint8(block[i] >> 16)
b[i*4+2] = uint8(block[i] >> 8)
b[i*4+3] = uint8(block[i])
}
return b
}
func cryptBlock(subkeys []uint32, dst, src []byte, decrypt bool) {
var tm uint32
b := permuteInitialBlock(src)
for i := 0; i < 32; i++ {
if decrypt {
tm = feistel1(b[0], b[1], b[2], b[3], subkeys[31-i])
} else {
tm = feistel1(b[0], b[1], b[2], b[3], subkeys[i])
}
b[0], b[1], b[2], b[3] = b[1], b[2], b[3], tm
}
b[0], b[1], b[2], b[3] = b[3], b[2], b[1], b[0]
copy(dst, permuteFinalBlock(b))
}
*/
func permuteInitialBlock(b []uint32, block []byte) {
for i := 0; i < 4; i++ {
b[i] = (uint32(block[i*4]) << 24) | (uint32(block[i*4+1]) << 16) |
(uint32(block[i*4+2]) << 8) | (uint32(block[i*4+3]))
}
}
func permuteFinalBlock(b []byte, block []uint32) {
for i := 0; i < 4; i++ {
b[i*4] = uint8(block[i] >> 24)
b[i*4+1] = uint8(block[i] >> 16)
b[i*4+2] = uint8(block[i] >> 8)
b[i*4+3] = uint8(block[i])
}
}
func cryptBlock(subkeys []uint32, b []uint32, r []byte, dst, src []byte, decrypt bool) {
var tm uint32
permuteInitialBlock(b, src)
for i := 0; i < 32; i++ {
if decrypt {
tm = b[0] ^ l1(p(b[1]^b[2]^b[3]^subkeys[i]))
// tm = feistel1(b[0], b[1], b[2], b[3], subkeys[31-i])
} else {
tm = b[0] ^ l1(p(b[1]^b[2]^b[3]^subkeys[i]))
// tm = feistel1(b[0], b[1], b[2], b[3], subkeys[i])
}
b[0], b[1], b[2], b[3] = b[1], b[2], b[3], tm
}
b[0], b[1], b[2], b[3] = b[3], b[2], b[1], b[0]
permuteFinalBlock(r, b)
copy(dst, r)
}
func generateSubKeys(key []byte) []uint32 {
subkeys := make([]uint32, 32)
b := make([]uint32, 4)
// b := permuteInitialBlock(key)
permuteInitialBlock(b, key)
b[0] ^= fk[0]
b[1] ^= fk[1]
b[2] ^= fk[2]
b[3] ^= fk[3]
for i := 0; i < 32; i++ {
subkeys[i] = feistel0(b[0], b[1], b[2], b[3], ck[i])
b[0], b[1], b[2], b[3] = b[1], b[2], b[3], subkeys[i]
}
return subkeys
}
func EncryptBlock(key SM4Key, dst, src []byte) {
subkeys := generateSubKeys(key)
cryptBlock(subkeys, make([]uint32, 4), make([]byte, 16), dst, src, false)
}
func DecryptBlock(key SM4Key, dst, src []byte) {
subkeys := generateSubKeys(key)
cryptBlock(subkeys, make([]uint32, 4), make([]byte, 16), dst, src, true)
}
func ReadKeyFromMem(data []byte, pwd []byte) (SM4Key, error) {
block, _ := pem.Decode(data)
if x509.IsEncryptedPEMBlock(block) {
if block.Type != "SM4 ENCRYPTED KEY" {
return nil, errors.New("SM4: unknown type")
}
if pwd == nil {
return nil, errors.New("SM4: need passwd")
}
data, err := x509.DecryptPEMBlock(block, pwd)
if err != nil {
return nil, err
}
return data, nil
}
if block.Type != "SM4 KEY" {
return nil, errors.New("SM4: unknown type")
}
return block.Bytes, nil
}
func ReadKeyFromPem(FileName string, pwd []byte) (SM4Key, error) {
data, err := ioutil.ReadFile(FileName)
if err != nil {
return nil, err
}
return ReadKeyFromMem(data, pwd)
}
func WriteKeytoMem(key SM4Key, pwd []byte) ([]byte, error) {
if pwd != nil {
block, err := x509.EncryptPEMBlock(rand.Reader,
"SM4 ENCRYPTED KEY", key, pwd, x509.PEMCipherAES256)
if err != nil {
return nil, err
}
return pem.EncodeToMemory(block), nil
} else {
block := &pem.Block{
Type: "SM4 KEY",
Bytes: key,
}
return pem.EncodeToMemory(block), nil
}
}
func WriteKeyToPem(FileName string, key SM4Key, pwd []byte) (bool, error) {
var block *pem.Block
if pwd != nil {
var err error
block, err = x509.EncryptPEMBlock(rand.Reader,
"SM4 ENCRYPTED KEY", key, pwd, x509.PEMCipherAES256)
if err != nil {
return false, err
}
} else {
block = &pem.Block{
Type: "SM4 KEY",
Bytes: key,
}
}
file, err := os.Create(FileName)
if err != nil {
return false, err
}
defer file.Close()
err = pem.Encode(file, block)
if err != nil {
return false, nil
}
return true, nil
}
func (k KeySizeError) Error() string {
return "SM4: invalid key size " + strconv.Itoa(int(k))
}
// NewCipher creates and returns a new cipher.Block.
func NewCipher(key []byte) (cipher.Block, error) {
if len(key) != BlockSize {
return nil, KeySizeError(len(key))
}
c := new(Sm4Cipher)
c.subkeys = generateSubKeys(key)
c.block1 = make([]uint32, 4)
c.block2 = make([]byte, 16)
return c, nil
}
func (c *Sm4Cipher) BlockSize() int {
return BlockSize
}
func (c *Sm4Cipher) Encrypt(dst, src []byte) {
cryptBlock(c.subkeys, c.block1, c.block2, dst, src, false)
}
func (c *Sm4Cipher) Decrypt(dst, src []byte) {
cryptBlock(c.subkeys, c.block1, c.block2, dst, src, true)
}

0
vendor/github.com/AudriusButkevicius/kcp-go/LICENSE → vendor/github.com/xtaci/kcp-go/LICENSE generated vendored
View File

23
vendor/github.com/AudriusButkevicius/kcp-go/crypt.go → vendor/github.com/xtaci/kcp-go/crypt.go generated vendored
View File

@ -7,6 +7,7 @@ import (
"crypto/sha1"
"github.com/templexxx/xor"
"github.com/tjfoc/gmsm/sm4"
"golang.org/x/crypto/blowfish"
"golang.org/x/crypto/cast5"
@ -55,6 +56,28 @@ func (c *salsa20BlockCrypt) Decrypt(dst, src []byte) {
copy(dst[:8], src[:8])
}
type sm4BlockCrypt struct {
encbuf []byte
decbuf []byte
block cipher.Block
}
// NewSM4BlockCrypt https://github.com/tjfoc/gmsm/tree/master/sm4
func NewSM4BlockCrypt(key []byte) (BlockCrypt, error) {
c := new(sm4BlockCrypt)
block, err := sm4.NewCipher(key)
if err != nil {
return nil, err
}
c.block = block
c.encbuf = make([]byte, sm4.BlockSize)
c.decbuf = make([]byte, 2*sm4.BlockSize)
return c, nil
}
func (c *sm4BlockCrypt) Encrypt(dst, src []byte) { encrypt(c.block, dst, src, c.encbuf) }
func (c *sm4BlockCrypt) Decrypt(dst, src []byte) { decrypt(c.block, dst, src, c.decbuf) }
type twofishBlockCrypt struct {
encbuf []byte
decbuf []byte

8
vendor/github.com/AudriusButkevicius/kcp-go/fec.go → vendor/github.com/xtaci/kcp-go/fec.go generated vendored
View File

@ -4,7 +4,7 @@ import (
"encoding/binary"
"sync/atomic"
"github.com/klauspost/reedsolomon"
"github.com/templexxx/reedsolomon"
)
const (
@ -52,7 +52,7 @@ func newFECDecoder(rxlimit, dataShards, parityShards int) *fecDecoder {
fec.dataShards = dataShards
fec.parityShards = parityShards
fec.shardSize = dataShards + parityShards
enc, err := reedsolomon.New(dataShards, parityShards, reedsolomon.WithMaxGoroutines(1))
enc, err := reedsolomon.New(dataShards, parityShards)
if err != nil {
return nil
}
@ -157,7 +157,7 @@ func (dec *fecDecoder) decode(pkt fecPacket) (recovered [][]byte) {
xorBytes(shards[k][dlen:], shards[k][dlen:], shards[k][dlen:])
}
}
if err := dec.codec.Reconstruct(shards); err == nil {
if err := dec.codec.ReconstructData(shards); err == nil {
for k := range shards[:dec.dataShards] {
if !shardsflag[k] {
recovered = append(recovered, shards[k])
@ -226,7 +226,7 @@ func newFECEncoder(dataShards, parityShards, offset int) *fecEncoder {
fec.headerOffset = offset
fec.payloadOffset = fec.headerOffset + fecHeaderSize
enc, err := reedsolomon.New(dataShards, parityShards, reedsolomon.WithMaxGoroutines(1))
enc, err := reedsolomon.New(dataShards, parityShards)
if err != nil {
return nil
}

0
vendor/github.com/AudriusButkevicius/kcp-go/kcp.go → vendor/github.com/xtaci/kcp-go/kcp.go generated vendored
View File

42
vendor/github.com/AudriusButkevicius/kcp-go/sess.go → vendor/github.com/xtaci/kcp-go/sess.go generated vendored
View File

@ -3,7 +3,6 @@ package kcp
import (
"crypto/rand"
"encoding/binary"
"fmt"
"hash/crc32"
"io"
"net"
@ -306,8 +305,10 @@ func (s *UDPSession) Close() error {
// remove this session from updater & listener(if necessary)
updater.removeSession(s)
if s.l != nil { // notify listener
key := fmt.Sprintf("%s/%d", s.remote.String(), s.kcp.conv)
s.l.closeSession(key)
s.l.closeSession(sessionKey{
addr: s.remote.String(),
convID: s.kcp.conv,
})
}
s.mu.Lock()
@ -660,6 +661,11 @@ func (s *UDPSession) readLoop() {
}
type (
sessionKey struct {
addr string
convID uint32
}
// Listener defines a server listening for connections
Listener struct {
block BlockCrypt // block encryption
@ -668,12 +674,12 @@ type (
fecDecoder *fecDecoder // FEC mock initialization
conn net.PacketConn // the underlying packet connection
sessions map[string]*UDPSession // all sessions accepted by this Listener
chAccepts chan *UDPSession // Listen() backlog
chSessionClosed chan string // session close queue
headerSize int // the overall header size added before KCP frame
die chan struct{} // notify the listener has closed
rd atomic.Value // read deadline for Accept()
sessions map[sessionKey]*UDPSession // all sessions accepted by this Listener
chAccepts chan *UDPSession // Listen() backlog
chSessionClosed chan sessionKey // session close queue
headerSize int // the overall header size added before KCP frame
die chan struct{} // notify the listener has closed
rd atomic.Value // read deadline for Accept()
wd atomic.Value
}
@ -687,7 +693,7 @@ type (
// monitor incoming data for all connections of server
func (l *Listener) monitor() {
// cache last session
var lastKey string
var lastKey sessionKey
var lastSession *UDPSession
chPacket := make(chan inPacket, qlen)
@ -728,8 +734,10 @@ func (l *Listener) monitor() {
}
if convValid {
addr := from.String()
key := fmt.Sprintf("%s/%d", addr, conv)
key := sessionKey{
addr: from.String(),
convID: conv,
}
var s *UDPSession
var ok bool
@ -739,7 +747,7 @@ func (l *Listener) monitor() {
s, ok = lastSession, true
} else if s, ok = l.sessions[key]; ok {
lastSession = s
lastKey = addr
lastKey = key
}
if !ok { // new session
@ -758,7 +766,7 @@ func (l *Listener) monitor() {
xmitBuf.Put(raw)
case key := <-l.chSessionClosed:
if key == lastKey {
lastKey = ""
lastKey = sessionKey{}
}
delete(l.sessions, key)
case <-l.die:
@ -856,7 +864,7 @@ func (l *Listener) Close() error {
}
// closeSession notify the listener that a session has closed
func (l *Listener) closeSession(key string) bool {
func (l *Listener) closeSession(key sessionKey) bool {
select {
case l.chSessionClosed <- key:
return true
@ -890,9 +898,9 @@ func ListenWithOptions(laddr string, block BlockCrypt, dataShards, parityShards
func ServeConn(block BlockCrypt, dataShards, parityShards int, conn net.PacketConn) (*Listener, error) {
l := new(Listener)
l.conn = conn
l.sessions = make(map[string]*UDPSession)
l.sessions = make(map[sessionKey]*UDPSession)
l.chAccepts = make(chan *UDPSession, acceptBacklog)
l.chSessionClosed = make(chan string)
l.chSessionClosed = make(chan sessionKey)
l.die = make(chan struct{})
l.dataShards = dataShards
l.parityShards = parityShards

0
vendor/github.com/AudriusButkevicius/kcp-go/snmp.go → vendor/github.com/xtaci/kcp-go/snmp.go generated vendored
View File

0
vendor/github.com/AudriusButkevicius/kcp-go/updater.go → vendor/github.com/xtaci/kcp-go/updater.go generated vendored
View File

0
vendor/github.com/AudriusButkevicius/kcp-go/xor.go → vendor/github.com/xtaci/kcp-go/xor.go generated vendored
View File

49
vendor/manifest vendored
View File

@ -17,14 +17,6 @@
"branch": "master",
"notests": true
},
{
"importpath": "github.com/AudriusButkevicius/kcp-go",
"repository": "https://github.com/AudriusButkevicius/kcp-go",
"vcs": "git",
"revision": "d17218ba2121268b854dd84f2bb54679541c4048",
"branch": "master",
"notests": true
},
{
"importpath": "github.com/AudriusButkevicius/pfilter",
"repository": "https://github.com/AudriusButkevicius/pfilter",
@ -265,14 +257,6 @@
"branch": "master",
"notests": true
},
{
"importpath": "github.com/klauspost/reedsolomon",
"repository": "https://github.com/klauspost/reedsolomon",
"vcs": "git",
"revision": "5abf0ee302ccf4834e84f63ff74eca3e8b88e4e2",
"branch": "master",
"notests": true
},
{
"importpath": "github.com/lib/pq",
"repository": "https://github.com/lib/pq",
@ -378,6 +362,22 @@
"path": "/leveldb",
"notests": true
},
{
"importpath": "github.com/templexxx/cpufeat",
"repository": "https://github.com/templexxx/cpufeat",
"vcs": "git",
"revision": "3794dfbfb04749f896b521032f69383f24c3687e",
"branch": "master",
"notests": true
},
{
"importpath": "github.com/templexxx/reedsolomon",
"repository": "https://github.com/templexxx/reedsolomon",
"vcs": "git",
"revision": "7092926d7d05c415fabb892b1464a03f8228ab80",
"branch": "master",
"notests": true
},
{
"importpath": "github.com/templexxx/xor",
"repository": "https://github.com/templexxx/xor",
@ -394,6 +394,15 @@
"branch": "master",
"notests": true
},
{
"importpath": "github.com/tjfoc/gmsm/sm4",
"repository": "https://github.com/tjfoc/gmsm",
"vcs": "git",
"revision": "0f4904804c0f24f1784e10195a4144fcffa86a85",
"branch": "master",
"path": "/sm4",
"notests": true
},
{
"importpath": "github.com/vitrun/qart/coding",
"repository": "https://github.com/vitrun/qart",
@ -421,6 +430,14 @@
"path": "/qr",
"notests": true
},
{
"importpath": "github.com/xtaci/kcp-go",
"repository": "https://github.com/xtaci/kcp-go",
"vcs": "git",
"revision": "21da33a6696d67c1bffb3c954366499d613097a6",
"branch": "master",
"notests": true
},
{
"importpath": "github.com/xtaci/smux",
"repository": "https://github.com/xtaci/smux",