A library for functional programming in Rust
rust functional-programming lambda-calculus monad functor category-theory monoid hkt applicative homomorphism comonad morphism
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Jul 12, 2022 - Rust
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homomorphism
Here are 12 public repositories matching this topic...
Homomorphic Encryption for TypeScript or JavaScript - Microsoft SEAL
javascript microsoft cryptography crypto encryption webassembly web-assembly emscripten seal homomorphic-encryption homomorphism cryptosystem homomorphic microsoft-seal node-seal
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Nov 9, 2025 - TypeScript
A Lightweight Partially Homomorphic Encryption Library for Python
python cryptography encryption rsa paillier cyber-security homomorphic-encryption public-key-cryptography homomorphism elgamal homomorphic elliptic-curve phe elliptic-curve-cryptography benaloh goldwasser-micali damgard-jurik partially-homomorphic okamoto-uchiyama naccache-stern
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Aug 11, 2025 - Python
🍃 🌳 🍂 Efficient implementation of the implicit treap data structure
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Aug 2, 2021 - Haskell
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.
java security cryptography encryption paillier homomorphism paillier-cryptosystem homomorphic-cryptography-scheme
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Jan 29, 2019 - Java
Contains the project code to develop a Homomorphic Encryption using Databases developed in Java and swings developed on Paillier Cryptosystem
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Aug 1, 2021 - Java
Electronic Voting using Homomorphic Encryption
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Feb 22, 2021 - Java
Implementation of the dynamic program of diaz, serna and thilikos for counting graph homomorphisms with some modifications presented in my thesis
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Jun 10, 2022 - Jupyter Notebook
Shamir’s Secret Sharing (SSS) scheme
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Jun 3, 2019 - Java
The purpose of this program is to solidify the concepts of Secret Sharing and Homomorphism.
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Apr 17, 2018 - Java
Mathematical framework connecting surjective group homomorphisms to quantum error correction via Type II₁ von Neumann algebras. Derives code distance bounds from algebraic structure and validates with computational examples.
quantum-computing algebraic-structures group-theory theoretical-physics quantum-information homomorphism mathematical-physics operator-algebras quantum-error-correction von-neumann-algebras quantum-codes mathematical-proof code-distance type-ii-algebras subfactor-theory computational-validation
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Nov 15, 2025 - Python
PACT -- A Pattern Counting Toolkit
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Jan 16, 2025 - Jupyter Notebook
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