paillier

A library for Partially Homomorphic Encryption in Python

Security and Privacy Risk Simulator for Machine Learning (arXiv:2312.17667)

A collection of Paillier cryptosystem zero knowledge proofs

A pure-Rust implementation of the Paillier encryption scheme

SOCI is a Secure Outsourced Computation on Integers based on the Paillier cryptosystem and a twin-server architecture

A high-performance homomorphic encryption algorithm library.

A Lightweight Partially Homomorphic Encryption Library for Python

A Java library for Paillier partially homomorphic encryption.

A pure-Rust implementation of the Paillier encryption scheme

Contains Packages for ElGamal, Paillier, Goldweiser-Micali and DGK Homomorphic Encryption System. Also implements secure multiplication, division and comparison.

testing out homomorphic encryption

Efficient and Straggler-Resistant Homomorphic Encryption for Heterogeneous Federated Learning

TNO PET Lab - secure Multi-Party Computation (MPC) - Protocols - Distributed Keygen

Companion repository for blog post on benchmarking implementations of Paillier encryption

Pilatus extends the Talos Framework for Android Applications and/or Smartphone-as-Gateway IoT Applications. Pilatus employs partial homomorphic ciphers (Paillier, EC-ElGamal, proxy-re-encryption PRE, order preserving encryption mOPE, key homomorphic)

Paillier Homomorphic Addition Public Key Cryptosystem

A Julia implementation of the Paillier partially homomorphic encryption system

​ This project implements the partially homomorphic Paillier algorithm and extends and optimizes encryption, decryption, matrix multiplication, and other operations on Numpy matrices, thereby enhancing speed.

Java implementation of Paillier algorithm. This is one of the few known system that preserves additive homomorphic properties. JCA PaillierProvider follows the requirements of Java Cryptography Architecture Reference Guide for Java Platform Standard Edition 6 issued by Oracle.

Extension for the .NET Framework cryptography subsystem, which introduces the Paillier public key cryptosystem with support for homomorphic addition.