mirror of
https://github.com/nspcc-dev/neo-go.git
synced 2024-12-04 19:19:44 +00:00
254 lines
6.2 KiB
Go
254 lines
6.2 KiB
Go
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package mpt
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import (
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"bytes"
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"sort"
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)
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// Batch is batch of storage changes.
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// It stores key-value pairs in a sorted state.
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type Batch struct {
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kv []keyValue
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}
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type keyValue struct {
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key []byte
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value []byte
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}
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// Add adds key-value pair to batch.
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// If there is an item with the specified key, it is replaced.
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func (b *Batch) Add(key []byte, value []byte) {
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path := toNibbles(key)
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i := sort.Search(len(b.kv), func(i int) bool {
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return bytes.Compare(path, b.kv[i].key) <= 0
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})
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if i == len(b.kv) {
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b.kv = append(b.kv, keyValue{path, value})
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} else if bytes.Equal(b.kv[i].key, path) {
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b.kv[i].value = value
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} else {
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b.kv = append(b.kv, keyValue{})
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copy(b.kv[i+1:], b.kv[i:])
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b.kv[i].key = path
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b.kv[i].value = value
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}
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}
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// PutBatch puts batch to trie.
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// It is not atomic (and probably cannot be without substantial slow-down)
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// and returns number of elements processed.
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// However each element is being put atomically, so Trie is always in a valid state.
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// It is used mostly after the block processing to update MPT and error is not expected.
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func (t *Trie) PutBatch(b Batch) (int, error) {
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r, n, err := t.putBatch(b.kv)
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t.root = r
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return n, err
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}
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func (t *Trie) putBatch(kv []keyValue) (Node, int, error) {
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return t.putBatchIntoNode(t.root, kv)
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}
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func (t *Trie) putBatchIntoNode(curr Node, kv []keyValue) (Node, int, error) {
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switch n := curr.(type) {
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case *LeafNode:
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return t.putBatchIntoLeaf(n, kv)
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case *BranchNode:
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return t.putBatchIntoBranch(n, kv)
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case *ExtensionNode:
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return t.putBatchIntoExtension(n, kv)
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case *HashNode:
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return t.putBatchIntoHash(n, kv)
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default:
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panic("invalid MPT node type")
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}
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}
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func (t *Trie) putBatchIntoLeaf(curr *LeafNode, kv []keyValue) (Node, int, error) {
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t.removeRef(curr.Hash(), curr.Bytes())
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return t.newSubTrieMany(nil, kv, curr.value)
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}
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func (t *Trie) putBatchIntoBranch(curr *BranchNode, kv []keyValue) (Node, int, error) {
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return t.addToBranch(curr, kv, true)
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}
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func (t *Trie) mergeExtension(prefix []byte, sub Node) Node {
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switch sn := sub.(type) {
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case *ExtensionNode:
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t.removeRef(sn.Hash(), sn.bytes)
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sn.key = append(prefix, sn.key...)
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sn.invalidateCache()
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t.addRef(sn.Hash(), sn.bytes)
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return sn
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case *HashNode:
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return sn
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default:
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if len(prefix) != 0 {
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e := NewExtensionNode(prefix, sub)
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t.addRef(e.Hash(), e.bytes)
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return e
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}
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return sub
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}
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}
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func (t *Trie) putBatchIntoExtension(curr *ExtensionNode, kv []keyValue) (Node, int, error) {
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t.removeRef(curr.Hash(), curr.bytes)
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common := lcpMany(kv)
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pref := lcp(common, curr.key)
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if len(pref) == len(curr.key) {
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// Extension must be split into new nodes.
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stripPrefix(len(curr.key), kv)
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sub, n, err := t.putBatchIntoNode(curr.next, kv)
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return t.mergeExtension(pref, sub), n, err
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}
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if len(pref) != 0 {
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stripPrefix(len(pref), kv)
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sub, n, err := t.putBatchIntoExtensionNoPrefix(curr.key[len(pref):], curr.next, kv)
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return t.mergeExtension(pref, sub), n, err
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}
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return t.putBatchIntoExtensionNoPrefix(curr.key, curr.next, kv)
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}
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func (t *Trie) putBatchIntoExtensionNoPrefix(key []byte, next Node, kv []keyValue) (Node, int, error) {
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b := NewBranchNode()
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if len(key) > 1 {
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b.Children[key[0]] = t.newSubTrie(key[1:], next, false)
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} else {
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b.Children[key[0]] = next
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}
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return t.addToBranch(b, kv, false)
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}
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func isEmpty(n Node) bool {
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hn, ok := n.(*HashNode)
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return ok && hn.IsEmpty()
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}
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// addToBranch puts items into the branch node assuming b is not yet in trie.
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func (t *Trie) addToBranch(b *BranchNode, kv []keyValue, inTrie bool) (Node, int, error) {
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if inTrie {
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t.removeRef(b.Hash(), b.bytes)
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}
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n, err := t.iterateBatch(kv, func(c byte, kv []keyValue) (int, error) {
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child, n, err := t.putBatchIntoNode(b.Children[c], kv)
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b.Children[c] = child
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return n, err
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})
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if inTrie && n != 0 {
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b.invalidateCache()
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}
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return t.stripBranch(b), n, err
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}
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// stripsBranch strips branch node after incomplete batch put.
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// It assumes there is no reference to b in trie.
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func (t *Trie) stripBranch(b *BranchNode) Node {
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var n int
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var lastIndex byte
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for i := range b.Children {
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if !isEmpty(b.Children[i]) {
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n++
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lastIndex = byte(i)
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}
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}
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switch {
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case n == 0:
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return new(HashNode)
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case n == 1:
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return t.mergeExtension([]byte{lastIndex}, b.Children[lastIndex])
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default:
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t.addRef(b.Hash(), b.bytes)
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return b
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}
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}
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func (t *Trie) iterateBatch(kv []keyValue, f func(c byte, kv []keyValue) (int, error)) (int, error) {
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var n int
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for len(kv) != 0 {
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c, i := getLastIndex(kv)
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if c != lastChild {
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stripPrefix(1, kv[:i])
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}
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sub, err := f(c, kv[:i])
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n += sub
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if err != nil {
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return n, err
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}
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kv = kv[i:]
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}
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return n, nil
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}
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func (t *Trie) putBatchIntoHash(curr *HashNode, kv []keyValue) (Node, int, error) {
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if curr.IsEmpty() {
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common := lcpMany(kv)
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stripPrefix(len(common), kv)
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return t.newSubTrieMany(common, kv, nil)
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}
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result, err := t.getFromStore(curr.hash)
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if err != nil {
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return curr, 0, err
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}
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return t.putBatchIntoNode(result, kv)
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}
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// Creates new subtrie from provided key-value pairs.
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// Items in kv must have no common prefix.
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// If there are any deletions in kv, return error.
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// kv is not empty.
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// kv is sorted by key.
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// value is current value stored by prefix.
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func (t *Trie) newSubTrieMany(prefix []byte, kv []keyValue, value []byte) (Node, int, error) {
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if len(kv[0].key) == 0 {
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if len(kv[0].value) == 0 {
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if len(kv) == 1 {
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if len(value) != 0 {
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return new(HashNode), 1, nil
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}
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return new(HashNode), 0, ErrNotFound
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}
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node, n, err := t.newSubTrieMany(prefix, kv[1:], nil)
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return node, n + 1, err
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}
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if len(kv) == 1 {
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return t.newSubTrie(prefix, NewLeafNode(kv[0].value), true), 1, nil
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}
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value = kv[0].value
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}
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// Prefix is empty and we have at least 2 children.
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b := NewBranchNode()
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if len(value) != 0 {
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// Empty key is always first.
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leaf := NewLeafNode(value)
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t.addRef(leaf.Hash(), leaf.bytes)
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b.Children[lastChild] = leaf
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}
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nd, n, err := t.addToBranch(b, kv, false)
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return t.mergeExtension(prefix, nd), n, err
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}
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func stripPrefix(n int, kv []keyValue) {
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for i := range kv {
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kv[i].key = kv[i].key[n:]
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}
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}
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func getLastIndex(kv []keyValue) (byte, int) {
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if len(kv[0].key) == 0 {
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return lastChild, 1
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}
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c := kv[0].key[0]
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for i := range kv[1:] {
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if kv[i+1].key[0] != c {
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return c, i + 1
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}
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}
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return c, len(kv)
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}
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