This thesis is a summary of several encodings into elliptic curves used for digital signature schemes. The main result from Thomas Icart (2009) states a specific function which maps into ordinary elliptic curves. Other authors did this for other kinds of curves. Our idea was to look, if we are able to use Icart’s method to build an encoding into decodable elements in code-based cryptography. But this was not possible directly because the structure of the code is a private value whereas for curves, the encoding is a transformation of the curve equation, which is public.
Other implementations
Articles de cette rubrique
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Deriving Signature Schemes from Public-Key Cryptosystems, par -
Keccak implementation on GPU, par ,This page is dedicated to the description of our GPU implementation of a cryptographic hash function family called Keccak, which is submited as a SHA-3 candidate.
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Implementation on GPU of a provably secure lattice-based stream cipher, par ,In this paper we construct a lattice-based stream cipher using the provable secure hardness of the Short Integer Solution (SIS) problem as security basis