As_sqr React template forked from https://github.com/alan2207/bulletproof-react

A pure Java implementation of Bulletproofs using Ristretto. Bulletproofs: short non-interactive zero-knowledge proofs that require no trusted setup

A literate 📝 implementation of algebraic primitives for cryptography and algebraic applications ⚗️

Bulletproofs++ implementation on Rust

Bulletproofs for a pairing friendly curve using milagro crypto

Personal exploration of bulletproofs (initially used to satisfy project component of CS 590PAC, Practical and Applied Cryptography).

This example generates a random 32-byte secret key and a random 32-byte value, and then creates a Pedersen commitment to the value using the secp256k1 library. It then generates a Bulletproof for the commitment using the secp256k1_bulletproofs library, and verifies the proof using the same library.

Practise implementation of Bulletproofs, including Pedersen commitments, based on the Bulletproofs (ZK-2) course by Rareskills.

Verkle trees with inner product argument (IPA) based polynomial commitment [Prototype]

Bulletproofs++ implementation on Go

Understand better and in a simple way how bulletproofs work.

Zenium integration/staging tree

Anonymous Zether in Javascript

Bulletproofs Gadgets. Bulletproofs are short non-interactive zero-knowledge proofs that require no trusted setup

Logarithmic-sized zero knowledge proofs without a trusted setup

This repo contains zkp-based vSelf npm package source code

Multi-sig Bitcoin Smart Contract is a powerful solution that addresses the limitation of the Bitcoin network by providing increased speed and security for Bitcoin transaction. It creates a "lightning network" on top of the Bitcoin network, allowing multiple transections without having to broadcast them to the entire network.

Monero wallet Trezor integration documentation

Python cffi wrapper of the secp256k1-zkp fork for the GRIN's Mimblewimble protocol

A rust library providing ffi for functionality from dalek-cryptography along with some custom functions for use in confidential transactions