// Constructor for creating a new erasure coding scheme. M is the total
// number of shards output by the encoding. K is the number of shards
// that can recreate any data that was encoded. Size is the size of the
// byte array to encode. It should be divisible by K as each shard
// will be Size / K in length. The maximum value for K and M is 127.
func NewCode(m int, k int, size int) *Code {
if m <= 0 || k <= 0 || k >= m || k > 127 || m > 127 || size < 0 {
panic("Invalid erasure code params")
}
if size%k != 0 {
panic("Size to encode is not divisable by k and therefore cannot be encoded into shards")
}
encodeMatrix := make([]byte, m*k)
galoisTables := make([]byte, k*(m-k)*32)
if k > 5 {
C.gf_gen_cauchy1_matrix((*C.uchar)(&encodeMatrix[0]), C.int(m), C.int(k))
} else {
C.gf_gen_rs_matrix((*C.uchar)(&encodeMatrix[0]), C.int(m), C.int(k))
}
C.ec_init_tables(C.int(k), C.int(m-k), (*C.uchar)(&encodeMatrix[k*k]), (*C.uchar)(&galoisTables[0]))
return &Code{
M: m,
K: k,
ShardLength: size / k,
EncodeMatrix: encodeMatrix,
galoisTables: galoisTables,
decode: &decodeNode{
children: make([]*decodeNode, m),
mutex: &sync.Mutex{},
},
}
}
func (c *Code) getDecode(errList []byte, cache bool) (node *decodeNode) {
if cache {
node = c.decode.getDecode(errList, 0, byte(c.M))
} else {
node = newDecodeNode(errList, byte(c.M))
}
node.mutex.Lock()
defer node.mutex.Unlock()
if node.galoisTables == nil || node.decodeIndex == nil {
node.galoisTables = make([]byte, c.K*c.M*32)
node.decodeIndex = make([]byte, c.K)
decodeMatrix := make([]byte, c.M*c.K)
srcInErr := make([]byte, c.M)
nErrs := len(errList)
nSrcErrs := 0
for _, err := range errList {
srcInErr[err] = 1
if int(err) < c.K {
nSrcErrs++
}
}
C.gf_gen_decode_matrix((*C.uchar)(&c.EncodeMatrix[0]), (*C.uchar)(&decodeMatrix[0]), (*C.uchar)(&node.decodeIndex[0]), (*C.uchar)(&errList[0]), (*C.uchar)(&srcInErr[0]), C.int(nErrs), C.int(nSrcErrs), C.int(c.K), C.int(c.M))
C.ec_init_tables(C.int(c.K), C.int(nErrs), (*C.uchar)(&decodeMatrix[0]), (*C.uchar)(&node.galoisTables[0]))
}
return node
}
