@ -4,7 +4,11 @@ import (
"bytes"
"fmt"
"math"
"runtime"
"sort"
"sync"
"github.com/iden3/go-merkletree/db"
)
/ *
@ -138,8 +142,7 @@ Algorithm decision
* /
const (
minLeafsThreshold = uint64 ( 100 ) // nolint:gomnd // TMP WIP this will be autocalculated
nBuckets = uint64 ( 4 ) // TMP WIP this will be autocalculated from
minLeafsThreshold = 100 // nolint:gomnd // TMP WIP this will be autocalculated
)
// AddBatchOpt is the WIP implementation of the AddBatch method in a more
@ -165,11 +168,14 @@ func (t *Tree) AddBatchOpt(keys, values [][]byte) ([]int, error) {
return nil , err
}
nCPU := runtime . NumCPU ( )
// CASE A: if nLeafs==0 (root==0)
if bytes . Equal ( t . root , t . emptyHash ) {
// sort keys & values by path
sortKvs ( kvs )
return t . buildTreeBottomUp ( kvs )
// TODO if len(kvs) is not a power of 2, cut at the bigger power
// of two under len(kvs), build the tree with that, and add
// later the excedents
return t . buildTreeBottomUp ( nCPU , kvs )
}
// CASE B: if nLeafs<nBuckets
@ -195,8 +201,8 @@ func (t *Tree) AddBatchOpt(keys, values [][]byte) ([]int, error) {
// CASE C: if nLeafs>=minLeafsThreshold && (nLeafs/nBuckets) < minLeafsThreshold
// available parallelization, will need to be a power of 2 (2**n)
var excedents [ ] kv
l := int ( math . Log2 ( float64 ( nBuckets ) ) )
if nLeafs >= minLeafsThreshold && ( nLeafs / nBuckets ) < minLeafsThreshold {
l := int ( math . Log2 ( float64 ( nCPU ) ) )
if nLeafs >= minLeafsThreshold && ( nLeafs / nCPU ) < minLeafsThreshold {
// TODO move to own function
// 1. go down until level L (L=log2(nBuckets))
keysAtL , err := t . getKeysAtLevel ( l + 1 )
@ -204,7 +210,7 @@ func (t *Tree) AddBatchOpt(keys, values [][]byte) ([]int, error) {
return nil , err
}
buckets := splitInBuckets ( kvs , nBuckets )
buckets := splitInBuckets ( kvs , nCPU )
// 2. use keys at level L as roots of the subtrees under each one
var subRoots [ ] [ ] byte
@ -264,7 +270,7 @@ func (t *Tree) caseB(l int, kvs []kv) ([]int, []kv, error) {
// cutPowerOfTwo, the excedent add it as normal Tree.Add
kvsP2 , kvsNonP2 := cutPowerOfTwo ( kvs )
invalids , err := t . buildTreeBottomUp ( kvsP2 )
invalids , err := t . buildTreeBottomUpSingleThread ( kvsP2 )
if err != nil {
return nil , nil , err
}
@ -272,13 +278,13 @@ func (t *Tree) caseB(l int, kvs []kv) ([]int, []kv, error) {
return invalids , kvsNonP2 , nil
}
func splitInBuckets ( kvs [ ] kv , nBuckets u int64 ) [ ] [ ] kv {
func splitInBuckets ( kvs [ ] kv , nBuckets int ) [ ] [ ] kv {
buckets := make ( [ ] [ ] kv , nBuckets )
// 1. classify the keyvalues into buckets
for i := 0 ; i < len ( kvs ) ; i ++ {
pair := kvs [ i ]
bucketnum := keyToBucket ( pair . k , int ( nBuckets ) )
bucketnum := keyToBucket ( pair . k , nBuckets )
buckets [ bucketnum ] = append ( buckets [ bucketnum ] , pair )
}
return buckets
@ -367,10 +373,56 @@ func (t *Tree) kvsToKeysValues(kvs []kv) ([][]byte, [][]byte) {
}
* /
// buildTreeBottomUp splits the key-values into n Buckets (where n is the number
// of CPUs), in parallel builds a subtree for each bucket, once all the subtrees
// are built, uses the subtrees roots as keys for a new tree, which as result
// will have the complete Tree build from bottom to up, where until the
// log2(nCPU) level it has been computed in parallel.
func ( t * Tree ) buildTreeBottomUp ( nCPU int , kvs [ ] kv ) ( [ ] int , error ) {
buckets := splitInBuckets ( kvs , nCPU )
subRoots := make ( [ ] [ ] byte , nCPU )
txs := make ( [ ] db . Tx , nCPU )
var wg sync . WaitGroup
wg . Add ( nCPU )
for i := 0 ; i < nCPU ; i ++ {
go func ( cpu int ) {
sortKvs ( buckets [ cpu ] )
var err error
txs [ cpu ] , err = t . db . NewTx ( )
if err != nil {
panic ( err ) // TODO
}
bucketTree := Tree { tx : txs [ cpu ] , db : t . db , maxLevels : t . maxLevels ,
hashFunction : t . hashFunction , root : t . emptyHash }
// TODO use invalids array
_ , err = bucketTree . buildTreeBottomUpSingleThread ( buckets [ cpu ] )
if err != nil {
panic ( err ) // TODO
}
subRoots [ cpu ] = bucketTree . root
wg . Done ( )
} ( i )
}
wg . Wait ( )
newRoot , err := t . upFromKeys ( subRoots )
if err != nil {
return nil , err
}
t . root = newRoot
return nil , err
}
// keys & values must be sorted by path, and the array ks must be length
// multiple of 2
// TODO return index of failed keyvaules
func ( t * Tree ) buildTreeBottomUp ( kvs [ ] kv ) ( [ ] int , error ) {
func ( t * Tree ) buildTreeBottomUpSingleThread ( kvs [ ] kv ) ( [ ] int , error ) {
// TODO check that log2(len(leafs)) < t.maxLevels, if not, maxLevels
// would be reached and should return error
// build the leafs
leafKeys := make ( [ ] [ ] byte , len ( kvs ) )
for i := 0 ; i < len ( kvs ) ; i ++ {