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node.go
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node.go
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package iavl
// NOTE: This file favors int64 as opposed to int for size/counts.
// The Tree on the other hand favors int. This is intentional.
import (
"bytes"
"crypto/sha256"
"fmt"
"io"
"math"
"github.com/pkg/errors"
)
// Node represents a node in a Tree.
type Node struct {
key []byte
value []byte
hash []byte
leftHash []byte
rightHash []byte
version int64
size int64
leftNode *Node
rightNode *Node
height int8
persisted bool
}
// NewNode returns a new node from a key, value and version.
func NewNode(key []byte, value []byte, version int64) *Node {
return &Node{
key: key,
value: value,
height: 0,
size: 1,
version: version,
}
}
// MakeNode constructs an *Node from an encoded byte slice.
//
// The new node doesn't have its hash saved or set. The caller must set it
// afterwards.
func MakeNode(buf []byte) (*Node, error) {
// Read node header (height, size, version, key).
height, n, cause := decodeVarint(buf)
if cause != nil {
return nil, errors.Wrap(cause, "decoding node.height")
}
buf = buf[n:]
if height < int64(math.MinInt8) || height > int64(math.MaxInt8) {
return nil, errors.New("invalid height, must be int8")
}
size, n, cause := decodeVarint(buf)
if cause != nil {
return nil, errors.Wrap(cause, "decoding node.size")
}
buf = buf[n:]
ver, n, cause := decodeVarint(buf)
if cause != nil {
return nil, errors.Wrap(cause, "decoding node.version")
}
buf = buf[n:]
key, n, cause := decodeBytes(buf)
if cause != nil {
return nil, errors.Wrap(cause, "decoding node.key")
}
buf = buf[n:]
node := &Node{
height: int8(height),
size: size,
version: ver,
key: key,
}
// Read node body.
if node.isLeaf() {
val, _, cause := decodeBytes(buf)
if cause != nil {
return nil, errors.Wrap(cause, "decoding node.value")
}
node.value = val
} else { // Read children.
leftHash, n, cause := decodeBytes(buf)
if cause != nil {
return nil, errors.Wrap(cause, "deocding node.leftHash")
}
buf = buf[n:]
rightHash, _, cause := decodeBytes(buf)
if cause != nil {
return nil, errors.Wrap(cause, "decoding node.rightHash")
}
node.leftHash = leftHash
node.rightHash = rightHash
}
return node, nil
}
// String returns a string representation of the node.
func (node *Node) String() string {
hashstr := "<no hash>"
if len(node.hash) > 0 {
hashstr = fmt.Sprintf("%X", node.hash)
}
return fmt.Sprintf("Node{%s:%s@%d %X;%X}#%s",
ColoredBytes(node.key, Green, Blue),
ColoredBytes(node.value, Cyan, Blue),
node.version,
node.leftHash, node.rightHash,
hashstr)
}
// clone creates a shallow copy of a node with its hash set to nil.
func (node *Node) clone(version int64) *Node {
if node.isLeaf() {
panic("Attempt to copy a leaf node")
}
return &Node{
key: node.key,
height: node.height,
version: version,
size: node.size,
hash: nil,
leftHash: node.leftHash,
leftNode: node.leftNode,
rightHash: node.rightHash,
rightNode: node.rightNode,
persisted: false,
}
}
func (node *Node) isLeaf() bool {
return node.height == 0
}
// Check if the node has a descendant with the given key.
func (node *Node) has(t *ImmutableTree, key []byte) (has bool) {
if bytes.Equal(node.key, key) {
return true
}
if node.isLeaf() {
return false
}
if bytes.Compare(key, node.key) < 0 {
return node.getLeftNode(t).has(t, key)
}
return node.getRightNode(t).has(t, key)
}
// Get a key under the node.
//
// The index is the index in the list of leaf nodes sorted lexicographically by key. The leftmost leaf has index 0.
// It's neighbor has index 1 and so on.
func (node *Node) get(t *ImmutableTree, key []byte) (index int64, value []byte) {
if node.isLeaf() {
switch bytes.Compare(node.key, key) {
case -1:
return 1, nil
case 1:
return 0, nil
default:
return 0, node.value
}
}
if bytes.Compare(key, node.key) < 0 {
return node.getLeftNode(t).get(t, key)
}
rightNode := node.getRightNode(t)
index, value = rightNode.get(t, key)
index += node.size - rightNode.size
return index, value
}
func (node *Node) getByIndex(t *ImmutableTree, index int64) (key []byte, value []byte) {
if node.isLeaf() {
if index == 0 {
return node.key, node.value
}
return nil, nil
}
// TODO: could improve this by storing the
// sizes as well as left/right hash.
leftNode := node.getLeftNode(t)
if index < leftNode.size {
return leftNode.getByIndex(t, index)
}
return node.getRightNode(t).getByIndex(t, index-leftNode.size)
}
// Computes the hash of the node without computing its descendants. Must be
// called on nodes which have descendant node hashes already computed.
func (node *Node) _hash() []byte {
if node.hash != nil {
return node.hash
}
h := sha256.New()
buf := new(bytes.Buffer)
if err := node.writeHashBytes(buf); err != nil {
panic(err)
}
_, err := h.Write(buf.Bytes())
if err != nil {
panic(err)
}
node.hash = h.Sum(nil)
return node.hash
}
// Hash the node and its descendants recursively. This usually mutates all
// descendant nodes. Returns the node hash and number of nodes hashed.
// If the tree is empty (i.e. the node is nil), returns the hash of an empty input,
// to conform with RFC-6962.
func (node *Node) hashWithCount() ([]byte, int64) {
if node == nil {
return sha256.New().Sum(nil), 0
}
if node.hash != nil {
return node.hash, 0
}
h := sha256.New()
buf := new(bytes.Buffer)
hashCount, err := node.writeHashBytesRecursively(buf)
if err != nil {
panic(err)
}
_, err = h.Write(buf.Bytes())
if err != nil {
panic(err)
}
node.hash = h.Sum(nil)
return node.hash, hashCount + 1
}
// validate validates the node contents
func (node *Node) validate() error {
if node == nil {
return errors.New("node cannot be nil")
}
if node.key == nil {
return errors.New("key cannot be nil")
}
if node.version <= 0 {
return errors.New("version must be greater than 0")
}
if node.height < 0 {
return errors.New("height cannot be less than 0")
}
if node.size < 1 {
return errors.New("size must be at least 1")
}
if node.height == 0 {
// Leaf nodes
if node.value == nil {
return errors.New("value cannot be nil for leaf node")
}
if node.leftHash != nil || node.leftNode != nil || node.rightHash != nil || node.rightNode != nil {
return errors.New("leaf node cannot have children")
}
if node.size != 1 {
return errors.New("leaf nodes must have size 1")
}
} else {
// Inner nodes
if node.value != nil {
return errors.New("value must be nil for non-leaf node")
}
if node.leftHash == nil && node.rightHash == nil {
return errors.New("inner node must have children")
}
}
return nil
}
// Writes the node's hash to the given io.Writer. This function expects
// child hashes to be already set.
func (node *Node) writeHashBytes(w io.Writer) error {
err := encodeVarint(w, int64(node.height))
if err != nil {
return errors.Wrap(err, "writing height")
}
err = encodeVarint(w, node.size)
if err != nil {
return errors.Wrap(err, "writing size")
}
err = encodeVarint(w, node.version)
if err != nil {
return errors.Wrap(err, "writing version")
}
// Key is not written for inner nodes, unlike writeBytes.
if node.isLeaf() {
err = encodeBytes(w, node.key)
if err != nil {
return errors.Wrap(err, "writing key")
}
// Indirection needed to provide proofs without values.
// (e.g. ProofLeafNode.ValueHash)
valueHash := sha256.Sum256(node.value)
err = encodeBytes(w, valueHash[:])
if err != nil {
return errors.Wrap(err, "writing value")
}
} else {
if node.leftHash == nil || node.rightHash == nil {
panic("Found an empty child hash")
}
err = encodeBytes(w, node.leftHash)
if err != nil {
return errors.Wrap(err, "writing left hash")
}
err = encodeBytes(w, node.rightHash)
if err != nil {
return errors.Wrap(err, "writing right hash")
}
}
return nil
}
// Writes the node's hash to the given io.Writer.
// This function has the side-effect of calling hashWithCount.
func (node *Node) writeHashBytesRecursively(w io.Writer) (hashCount int64, err error) {
if node.leftNode != nil {
leftHash, leftCount := node.leftNode.hashWithCount()
node.leftHash = leftHash
hashCount += leftCount
}
if node.rightNode != nil {
rightHash, rightCount := node.rightNode.hashWithCount()
node.rightHash = rightHash
hashCount += rightCount
}
err = node.writeHashBytes(w)
return
}
func (node *Node) encodedSize() int {
n := 1 +
encodeVarintSize(node.size) +
encodeVarintSize(node.version) +
encodeBytesSize(node.key)
if node.isLeaf() {
n += encodeBytesSize(node.value)
} else {
n += encodeBytesSize(node.leftHash) +
encodeBytesSize(node.rightHash)
}
return n
}
// Writes the node as a serialized byte slice to the supplied io.Writer.
func (node *Node) writeBytes(w io.Writer) error {
if node == nil {
return errors.New("cannot write nil node")
}
cause := encodeVarint(w, int64(node.height))
if cause != nil {
return errors.Wrap(cause, "writing height")
}
cause = encodeVarint(w, node.size)
if cause != nil {
return errors.Wrap(cause, "writing size")
}
cause = encodeVarint(w, node.version)
if cause != nil {
return errors.Wrap(cause, "writing version")
}
// Unlike writeHashBytes, key is written for inner nodes.
cause = encodeBytes(w, node.key)
if cause != nil {
return errors.Wrap(cause, "writing key")
}
if node.isLeaf() {
cause = encodeBytes(w, node.value)
if cause != nil {
return errors.Wrap(cause, "writing value")
}
} else {
if node.leftHash == nil {
panic("node.leftHash was nil in writeBytes")
}
cause = encodeBytes(w, node.leftHash)
if cause != nil {
return errors.Wrap(cause, "writing left hash")
}
if node.rightHash == nil {
panic("node.rightHash was nil in writeBytes")
}
cause = encodeBytes(w, node.rightHash)
if cause != nil {
return errors.Wrap(cause, "writing right hash")
}
}
return nil
}
func (node *Node) getLeftNode(t *ImmutableTree) *Node {
if node.leftNode != nil {
return node.leftNode
}
return t.ndb.GetNode(node.leftHash)
}
func (node *Node) getRightNode(t *ImmutableTree) *Node {
if node.rightNode != nil {
return node.rightNode
}
return t.ndb.GetNode(node.rightHash)
}
// NOTE: mutates height and size
func (node *Node) calcHeightAndSize(t *ImmutableTree) {
node.height = maxInt8(node.getLeftNode(t).height, node.getRightNode(t).height) + 1
node.size = node.getLeftNode(t).size + node.getRightNode(t).size
}
func (node *Node) calcBalance(t *ImmutableTree) int {
return int(node.getLeftNode(t).height) - int(node.getRightNode(t).height)
}
// traverse is a wrapper over traverseInRange when we want the whole tree
func (node *Node) traverse(t *ImmutableTree, ascending bool, cb func(*Node) bool) bool {
return node.traverseInRange(t, nil, nil, ascending, false, false, func(node *Node) bool {
return cb(node)
})
}
// traversePost is a wrapper over traverseInRange when we want the whole tree post-order
func (node *Node) traversePost(t *ImmutableTree, ascending bool, cb func(*Node) bool) bool {
return node.traverseInRange(t, nil, nil, ascending, false, true, func(node *Node) bool {
return cb(node)
})
}
func (node *Node) traverseInRange(tree *ImmutableTree, start, end []byte, ascending bool, inclusive bool, post bool, cb func(*Node) bool) bool {
stop := false
t := node.newTraversal(tree, start, end, ascending, inclusive, post)
for node2 := t.next(); node2 != nil; node2 = t.next() {
stop = cb(node2)
if stop {
return stop
}
}
return stop
}
// Only used in testing...
func (node *Node) lmd(t *ImmutableTree) *Node {
if node.isLeaf() {
return node
}
return node.getLeftNode(t).lmd(t)
}