Λ ⚬ λ: Functional Lattice Cryptography
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Updated
Mar 22, 2021 - Haskell
Λ ⚬ λ: Functional Lattice Cryptography
The CEX Cryptographic library in C++
Implementation of ring-LWE encryption method in Rust.
Software implementations of the Ring-LWE-based encryption scheme for an ARM Cortex and a desktop machine.
Cryptography in Python - ECC, NTRU, ring-LWE, module-LWE
Experimental post-quantum cryptographic framework implementing hybrid lattice-based encryption with hash based signatures. Combining Ring-LWE, standard LWE, and Merkle trees for defense against classical and quantum attacks.
Zero-knowledge federated learning with lattice-based encryption and homomorphic aggregation for privacy-preserving, quantum-secure AI.
Framework for spectral confinement in Ring-LWE. Proves ETH violation via the Pi_2 Gaussian primorial attractor. Features IPR analysis yielding a sub-extensive fractal dimension D2 ~ 0.2329 and geometric renormalization (eps = pi*sqrt(2G)) based on Catalan's constant. Includes reproducible Jupyter Notebooks for lattice cryptanalysis.
Survey of lattice-based post-quantum key agreement protocols built on the Learning With Errors (LWE) problem, with a quantitative comparison of Kyber, NewHope, FrodoKEM, BCNS and others against an ECDH-256 baseline.
Snake-eye Resistance with Short Secrets, Proof of Concept Implementation beside SophOMR
A braided, post-quantum, metadata-resistant secure communication protocol. Cross-conditioned dual ratchet (Ring-LWE + symmetric sponge), entropy-pool OTP layer, and rotating rendezvous addressing. Reference implementation in Python. Inquiries: ideatrino@proton.me
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