Simple RSA key generation and encryption library for C++
-
Updated
Apr 4, 2023 - C++
#
montgomery-multiplication
Here are 9 public repositories matching this topic...
Clockwork: A Modular Arithmetic library for C++
modular-arithmetic extended-euclidean-algorithm modular-exponentiation redc montgomery-multiplication multiplicative-inverse modular-multiplicative-inverse montgomery-arithmetic
-
Updated
Apr 25, 2026 - C++
C / C++ program suite to factorise 64 bit numbers as quickly as possible. The program suite incorporates a number of techniques to produce speedy factorisation of numbers.
-
Updated
Sep 19, 2022 - C
RSA and Montgomery multiplication modules written in VHDL. EXPERIMENTAL. DO NOT USE IF SECURITY IS IMPORTANT.
-
Updated
Nov 5, 2025 - VHDL
GPU-accelerated elliptic curve cycle search over p = 2^255 - 19 using CUDA-parallel Cornacchia solving, Jacobi filtering, and full twist order
rust cryptography parallel-computing cuda curve25519 modular-arithmetic elliptic-curves gpu-computing number-theory pollard-rho miller-rabin complex-multiplication tonelli-shanks prime-sieve jacobi-symbol montgomery-multiplication curve-cycles cornacchia-algorithm twist-security crandall-primes
-
Updated
Apr 12, 2026 - Rust
GPU-accelerated Number-Theoretic Transform for ZK-Proof generation. Targets the NTT bottleneck (91% of Groth16 prover time) via two CUDA optimizations: async double-buffered pipeline eliminating CPU-GPU transfer overhead, and IADD3-path Montgomery multiplication reducing finite-field instruction latency. BLS12-381, Ampere sm_86, Nsight-profiled.
gpu cuda cuda-kernels number-theoretic-transform ntt zero-knowledge-proofs finite-field-arithmetic bls12-381 montgomery-multiplication nsight-compute
-
Updated
Mar 16, 2026 - Cuda
Study of Montgomery Modular Multiplication in Residue Number Systems
-
Updated
Jun 23, 2024 - C++
Benchmarking the running time of Montgomery multiplication
-
Updated
Feb 22, 2026 - Rust
🧜♀️ Modular arithmetic for JavaScript
javascript modular algorithms prime agpl arithmetic modular-arithmetic biginteger integer big-endian montgomery modulo modular-exponentiation exponentiation-by-squaring modular-inverse montgomery-trick montgomery-multiplication
-
Updated
Aug 19, 2025 - JavaScript
Improve this page
Add a description, image, and links to the montgomery-multiplication topic page so that developers can more easily learn about it.
Add this topic to your repo
To associate your repository with the montgomery-multiplication topic, visit your repo's landing page and select "manage topics."