There are 2 repositories under paillier-cryptosystem topic.
Security and Privacy Risk Simulator for Machine Learning
Implementing Homomorphic Encryption in Golang :seedling:
Contains Packages for ElGamal, Paillier, Goldweiser-Micali and DGK Homomorphic Encryption System. Also implements secure multiplication, division and comparison.
Secure outsourcing of image editing to untrusted cloud environments by implementing Paillier's Homomorphic Cryptosystem and extending it to work over images. Implementing a homomorphic brightness function as proof of concept.
TNO MPC Lab - Protocols - Distributed Keygen
Simple homomorphic encryption based on Paillier cryptosystem implementation in Go. Supports floating point numbers, addition, subtraction, multiplication and division.
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.
基于phe库的安全多方计算协议实现
Contains the project code to develop a Homomorphic Encryption using Databases developed in Java and swings developed on Paillier Cryptosystem
TNO PET Lab - secure Multi-Party Computation (MPC) - Protocols - Secure Risk Propagation
Paillier Homomorphic Cryptosystem
MATLAB Class-Based Toolbox for Paillier Crypto System
TNO MPC Lab - Encryption Schemes - Paillier
TNO MPC Lab - Protocols - Secure Comparison
Just an implementation of Paillier Cryptosystem written in Rust.
Online voting system developed using django. In this votes are stored in encrypted form using paillier homomorphic encryption
TNO MPC Lab - Protocols - Kaplan-Meier
Neural Network with encrypted weight and input
This is a front end of a full stack project which implements Partial Homomorphic Encryption using Paillier's Encryption on a banking system.
A simple implementation of the Paillier Cryptosystem in Haskell.
Coursework
An implementation of a peer to peer smart grid trading system. Utilising homomorphic encryption to allow for a semi trusted third party to carry out operations on the trading data without knowledge of private data. See more at: https://ieeexplore.ieee.org/document/9817551
Realtime electronic voting system based on the Paillier homomorphic encryption scheme.
Cryptographically secured multi-candidate election system using a treshold version of Paillier Cryptosystem and Zero-Knowledge proofs.
A Python 🐍 Homomorphic Encryption Sandbox based on the Paillier Cryptosystem 🔐