lyc1102/McElieceCryptoSystem
A C++ implementaion of McEliece System using Goppa code 256 (⭐ 10)
A C++ implementaion of McEliece System using Goppa code 256 (⭐ 10)
Twofish 512, Serpent 512, Rijndael 512, the HX Ciphers, Ring-LWE, NTRU, McEliece, GMSS, Rainbow, DTM-KEX (⭐ 42)
Command line tool for Classic McEliece cryptography (⭐ 6)
A Python implemented McEliece Cryptosystem (⭐ 12)
Standalone McEliece implemetation (⭐ 13)
I don't know Coding Theory at all - not even Hamming Codes. I know pre-Quantum Asymmetric systems reasonably well & I also understand Abstract Algebra reasonably well. I was trying to look up C...
NTRUEncrypt NTRUSign RLWE-KEX RLWE-SIG Others AE CEILIDH EPOC HFE IES Lamport McEliece Merkle–Hellman Naccache–Stern knapsack cryptosystem Three-pass protocol
I don't know Coding Theory at all - not even Hamming Codes. I know pre-Quantum Asymmetric systems reasonably well & I also understand Abstract Algebra reasonably well. I was trying to look up C...
With increasing advancements in technology, it is expected that the emergence of a quantum computer will potentially break many of the public-key cryptosystems currently in use. It will negotiate the confidentiality and integrity of communications. I...
...
Due to the rapid advances in the development of quantum computers and their susceptibility to errors, there is a renewed interest in error correction algorithms. In particular, error correcting code-based cryptosystems have reemerged as a highly desi...
...
Private and public actors increasingly encounter use cases where they need to implement sensitive operations on mass-market peripherals for which they have little or no control. They are sometimes inclined to attempt this without using hardware-assis...
...
This article addresses code-based cryptography and is designed to depict the complete outline of a code based public key cryptosystem. This report includes basic mathematics and fundamentals of coding theory which are useful for studying code-based c...
In cryptography, the Niederreiter cryptosystem is a variation of the McEliece cryptosystem developed in 1986 by Harald Niederreiter. It applies the same
NTRUEncrypt NTRUSign RLWE-KEX RLWE-SIG Others AE CEILIDH EPOC HFE IES Lamport McEliece Merkle–Hellman Naccache–Stern knapsack cryptosystem Three-pass protocol