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Experimental implementation of a lattice-based cryptosystem using Multi-Block Learning With Errors (LWE) and basic Hamming (7,4) error correction. This project stage is not production-ready and exhibits notable decoding errors. Designed for educational purposes, algorithm exploration, collaboration to improve post-quantum cryptography methods.

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QuantumShield-LWE-Cryptography

A Research-Stage Implementation of a Multi-Block LWE Cryptosystem with Basic Error Correction


🚧 Project Status: Experimental Prototype

This repository contains a proof-of-concept, educational implementation of a lattice-based cryptographic scheme built on the Learning With Errors (LWE) problem enhanced with a basic Hamming (7,4) error correction code.


⚠️ Important Notices

  • Not production-ready: This project is not a secure, reliable cryptosystem suitable for real-world use.
  • High error rate: The current implementation exhibits significant decoding errors due to the limited error correction capability of Hamming (7,4).
  • For research and learning purposes only: Designed primarily for academic exploration and demonstrating integration of error correction with LWE cryptography.
  • Expect ongoing breaking changes: Algorithmic improvements, parameter tuning, and bug fixes will continue as this is a work-in-progress.

📋 Features

  • Multi-block LWE key generation, encryption, and decryption.
  • Integration with Hamming (7,4) error correction for single-bit error correction per block.
  • Modular design with clearly separated components for LWE operations and error correction.
  • Basic unit tests and example scripts for demonstration.

🚀 Getting Started

  1. Clone the repository:
git clone https://github.com/pywitcher/QuantumShield-LWE-Cryptography.git
cd QuantumShield-LWE-Cryptography

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Experimental implementation of a lattice-based cryptosystem using Multi-Block Learning With Errors (LWE) and basic Hamming (7,4) error correction. This project stage is not production-ready and exhibits notable decoding errors. Designed for educational purposes, algorithm exploration, collaboration to improve post-quantum cryptography methods.

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