A fork of libsecp256k1 with support for advanced and experimental features such as Confidential Assets and MuSig2
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Updated
Sep 19, 2025 - C
A fork of libsecp256k1 with support for advanced and experimental features such as Confidential Assets and MuSig2
An implementation of the Wickr Secure Messaging Protocol in C
Library for elliptic curves cryptography
Tool for generating Elliptic curve domain parameters
Software for "Quantum-Resistant Cryptosystems from Supersingular Elliptic Curve Isogenies"
Google Cloud Platform IOT Core Examples
Micropython package for doing fast rsa and elliptic curve cryptography, specifically digital signatures
Public key cryptography library for Ruby providing the X25519 Diffie-Hellman function
cryptographic library for ed25519 and curve25519
Example of private, public key generation and shared secret derivation using OpenSSL and the x25519 curve.
Secure implementation of ECDSA against side-channel analysis and fault analysis attacks. The protocol is implemented on top of GMP, a big integer library.
An implementation of Mike Hamburg's Ed448 (Goldilocks) curve - derived from libdecaf. This is a mirror of https://bugs.otr.im/otrv4/libgoldilocks
Fork of git://git.code.sf.net/p/ed448goldilocks/code with "support" of cross-compiling with mingw
Archived. Curve25519 support has been integrated into mirage-crypto-ec (via fiat-crypto). Hacl bindings are available from the hacl-star opam package. OCaml bindings for HACL* elliptic curves
Pollard Rho attack on ECDLP with GMP
ECIES implementation in C using MbedTLS
Ephemeral Diffie-Hellman Over COSE (EDHOC), a compact, and lightweight authenticated Diffie-Hellman key exchange with ephemeral keys that can be used over any layer.
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