Construct Merkle Trees and verify proofs in JavaScript.
- Install
- Example
- Getting started
- Diagrams
- Documentation
- Test
- FAQ
- Notes
- Resources
- Contributing
- License
From NPM:
npm install merkletreejs
Import as ES6 module
import { MerkleTree } from 'merkletreejs'
Import as CommonJs
const { MerkleTree } = require('merkletreejs')
Available on jsDelivr CDN:
<script src="https://cdn.jsdelivr.net/npm/merkletreejs@latest/merkletree.js"></script>
The exported classes will be available on window
object, e.g. window.MerkleTree
https://lab.miguelmota.com/merkletreejs
Construct tree, generate proof, and verify proof:
const { MerkleTree } = require('merkletreejs')
const SHA256 = require('crypto-js/sha256')
const leaves = ['a', 'b', 'c'].map(x => SHA256(x))
const tree = new MerkleTree(leaves, SHA256)
const root = tree.getRoot().toString('hex')
const leaf = SHA256('a')
const proof = tree.getProof(leaf)
console.log(tree.verify(proof, leaf, root)) // true
const badLeaves = ['a', 'x', 'c'].map(x => SHA256(x))
const badTree = new MerkleTree(badLeaves, SHA256)
const badLeaf = SHA256('x')
const badProof = badTree.getProof(badLeaf)
console.log(badTree.verify(badProof, badLeaf, root)) // false
Print tree to console:
console.log(tree.toString())
Output:
ββ 7075152d03a5cd92104887b476862778ec0c87be5c2fa1c0a90f87c49fad6eff
ββ e5a01fee14e0ed5c48714f22180f25ad8365b53f9779f79dc4a3d7e93963f94a
β ββ ca978112ca1bbdcafac231b39a23dc4da786eff8147c4e72b9807785afee48bb
β ββ 3e23e8160039863a33894f6564e1b1348bbd7a0088d42c4acb73eeaed59c009d
ββ 2e7d2c03a9507ae265ecf5b5356885a53393a2029d241394997265a1a25aefc6
ββ 2e7d2c03a9507ae265ecf5b5356885a53393a2029d241394997265a1a25aefc6
βΎ Visualization of Merkle Tree
βΎ Visualization of Merkle Tree Proof
βΎ Visualization of Invalid Merkle Tree Proofs
βΎ Visualization of Bitcoin Merkle Tree
See documentation (under docs/)
npm test
-
Q: How do you verify merkle proofs in Solidity?
- A: Check out the example repo merkletreejs-solidity on how to generate merkle proofs with this library and verify them in Solidity.
-
Q: How do you verify merkle multiproofs in Solidity?
- A: Check out the example repo merkletreejs-multiproof-solidity on how to generate merkle multiproofs with this library and verify them in Solidity.
-
Q: Is there an NFT whitelist example in Solidity?
- A: Check out the example repo merkletreejs-nft-whitelist on how to generate merkle root of whitelisted accounts and merkle proofs with this library and verify them in Solidity.
-
Q: What other types of merkle trees are supported?
- Besides standard
MerkleTree
, there's alsoMerkleMountainRange
,MerkleSumTree
,IncrementalMerkleTree
, andMerkleRadixTree
implemenation classes available. For Merkle Patricia Tree, see@ethereumjs/trie
.
- Besides standard
-
Q: How do I hash a JSON object?
-
See
https://www.npmjs.com/package/json-stable-stringify
for deterministic stringifying of JSON objects. -
Q: Is there a CLI version of this library?
- Yes, see merkletreejs-cli.
-
Q: Is there a way to visualize the merkle trees in the browser?
- Yes, see example ui and merkletree-viz.
As is, this implemenation is vulnerable to a second pre-image attack. Use a difference hashing function for leaves and nodes, so that H(x) != H'(x)
.
Also, as is, this implementation is vulnerable to a forgery attack for an unbalanced tree, where the last leaf node can be duplicated to create an artificial balanced tree, resulting in the same Merkle root hash. Do not accept unbalanced tree to prevent this. More info here.
Please use the library @openzeppelin/merkle-tree
if you're integrating with OpenZeppelin contracts or using multiproofs. There are known issues with the current multiproof implementation as pointed out in issues.
This library was created for my own purposes and is provided as-is. Use at your own risk.
-
Bitcoin mining the hard way: the algorithms, protocols, and bytes
-
Why aren't Solidity sha3 hashes not matching what other sha3 libraries produce?
-
What is the purpose of using different hash functions for the leaves and internals of a hash tree?
Pull requests are welcome!
For contributions please create a new branch and submit a pull request for review.
Many thanks to all the contributors that made this library better.
Released under the MIT license.
Β© Miguel Mota