Here are some informations about the experimental results of our paper An improved threshold ring signature scheme based on error correcting codes
Code-based cryptosystems : implementations
You can find here some links to implementations of several code-based cryptosystems.
You can find some challenges here.
Thanks to :
Flexiprovider
CBCrypto
Eric Arnoult
Daniel Demmler and David Meier
Gerhard Hoffman
Lucas Rothamel and Manuel Weiel
Julian Oleg Arenz and Sarah Magin
Marius Hansen and Daniel Quanz
Niklas Buscher and Jan Hendrick
Encryption :
McEliece : c code, java code
Niederreiter : java code
C-implementation of Niederreiter (by Eric Arnoult) : binary case, q-ary case
Identification :
Stern : c code and java code
Véron : c code and java code
Cayrel-Véron-ElYousfi : c code and java code
Signature :
CFS : java code (with Niederreiter scheme)
KKS : c code, java code (report)
with additional properties
Hash function/stream-cipher :
FSB : c code and java code
SFSB : c code and java code
RFSB
SYND : c code and java code
2SC : c code and java code
Articles de cette rubrique
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An improved threshold ring signature scheme based on error correcting codes, par , -
Efficient implementation of a CCA2-secure variant of McEliece using generalized Srivastava codes, by ,This document will outline the details for the source codes of the above publication. It is our hope that it might help people interested in code-based cryptography to put this subject further by another step.
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Implementation of the Hybrid McEliece Encryption Scheme (HyMES), parA description of the Hybrid McEliece Encryption Scheme (HyMES) with focus on the encoding of constant weight words.
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Implementation of the RFSB hash function, parThese are the results of a cryptography lab project of Lucas Rothamel and Manuel Weiel in summer semester 2011. The goal of this cryptography lab is to produce efficient C and Java based implementations of the RFSB hash function.
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Implementation of signature schemes with additional properties, parImplementations in C and Java of and identity-based identification scheme and a t-out-of-N threshold ring signature scheme based on coding theory.
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