trie: fix range prover (#22210)
Fixes a special case when the trie only has a single trie node and the range proof only contains a single element.
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231040c633
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9e1bd0f367
@ -216,7 +216,7 @@ func proofToPath(rootHash common.Hash, root node, key []byte, proofDb ethdb.KeyV
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//
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// Note we have the assumption here the given boundary keys are different
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// and right is larger than left.
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func unsetInternal(n node, left []byte, right []byte) error {
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func unsetInternal(n node, left []byte, right []byte) (bool, error) {
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left, right = keybytesToHex(left), keybytesToHex(right)
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// Step down to the fork point. There are two scenarios can happen:
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@ -278,45 +278,55 @@ findFork:
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// - left proof points to the shortnode, but right proof is greater
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// - right proof points to the shortnode, but left proof is less
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if shortForkLeft == -1 && shortForkRight == -1 {
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return errors.New("empty range")
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return false, errors.New("empty range")
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}
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if shortForkLeft == 1 && shortForkRight == 1 {
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return errors.New("empty range")
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return false, errors.New("empty range")
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}
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if shortForkLeft != 0 && shortForkRight != 0 {
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// The fork point is root node, unset the entire trie
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if parent == nil {
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return true, nil
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}
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parent.(*fullNode).Children[left[pos-1]] = nil
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return nil
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return false, nil
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}
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// Only one proof points to non-existent key.
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if shortForkRight != 0 {
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// Unset left proof's path
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if _, ok := rn.Val.(valueNode); ok {
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// The fork point is root node, unset the entire trie
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if parent == nil {
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return true, nil
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}
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parent.(*fullNode).Children[left[pos-1]] = nil
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return nil
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return false, nil
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}
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return unset(rn, rn.Val, left[pos:], len(rn.Key), false)
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return false, unset(rn, rn.Val, left[pos:], len(rn.Key), false)
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}
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if shortForkLeft != 0 {
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// Unset right proof's path.
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if _, ok := rn.Val.(valueNode); ok {
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// The fork point is root node, unset the entire trie
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if parent == nil {
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return true, nil
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}
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parent.(*fullNode).Children[right[pos-1]] = nil
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return nil
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return false, nil
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}
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return unset(rn, rn.Val, right[pos:], len(rn.Key), true)
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return false, unset(rn, rn.Val, right[pos:], len(rn.Key), true)
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}
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return nil
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return false, nil
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case *fullNode:
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// unset all internal nodes in the forkpoint
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for i := left[pos] + 1; i < right[pos]; i++ {
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rn.Children[i] = nil
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}
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if err := unset(rn, rn.Children[left[pos]], left[pos:], 1, false); err != nil {
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return err
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return false, err
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}
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if err := unset(rn, rn.Children[right[pos]], right[pos:], 1, true); err != nil {
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return err
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return false, err
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}
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return nil
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return false, nil
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default:
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panic(fmt.Sprintf("%T: invalid node: %v", n, n))
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}
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@ -560,7 +570,8 @@ func VerifyRangeProof(rootHash common.Hash, firstKey []byte, lastKey []byte, key
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}
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// Remove all internal references. All the removed parts should
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// be re-filled(or re-constructed) by the given leaves range.
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if err := unsetInternal(root, firstKey, lastKey); err != nil {
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empty, err := unsetInternal(root, firstKey, lastKey)
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if err != nil {
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return nil, nil, nil, false, err
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}
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// Rebuild the trie with the leaf stream, the shape of trie
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@ -570,6 +581,9 @@ func VerifyRangeProof(rootHash common.Hash, firstKey []byte, lastKey []byte, key
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triedb = NewDatabase(diskdb)
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)
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tr := &Trie{root: root, db: triedb}
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if empty {
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tr.root = nil
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}
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for index, key := range keys {
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tr.TryUpdate(key, values[index])
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}
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@ -384,6 +384,25 @@ func TestOneElementRangeProof(t *testing.T) {
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if err != nil {
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t.Fatalf("Expected no error, got %v", err)
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}
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// Test the mini trie with only a single element.
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tinyTrie := new(Trie)
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entry := &kv{randBytes(32), randBytes(20), false}
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tinyTrie.Update(entry.k, entry.v)
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first = common.HexToHash("0x0000000000000000000000000000000000000000000000000000000000000000").Bytes()
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last = entry.k
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proof = memorydb.New()
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if err := tinyTrie.Prove(first, 0, proof); err != nil {
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t.Fatalf("Failed to prove the first node %v", err)
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}
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if err := tinyTrie.Prove(last, 0, proof); err != nil {
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t.Fatalf("Failed to prove the last node %v", err)
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}
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_, _, _, _, err = VerifyRangeProof(tinyTrie.Hash(), first, last, [][]byte{entry.k}, [][]byte{entry.v}, proof)
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if err != nil {
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t.Fatalf("Expected no error, got %v", err)
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}
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}
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// TestAllElementsProof tests the range proof with all elements.
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