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Public cryptosystems for key

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key public cryptosystems for

key public cryptosystems for

key public cryptosystems for

key public cryptosystems for

In cryptographythe McEliece cryptosystem is an asymmetric encryption algorithm developed in by Robert McEliece. The algorithm has never gained much acceptance in the cryptographic community, but is a candidate for " post-quantum cryptography ", as it is immune to attacks using Shor's algorithm and — more generally — measuring coset states public cryptosystems for key Fourier sampling. The algorithm is based on the hardness of decoding a general linear code which is known to be NP-hard [3]. The original algorithm uses binary Goppa codes subfield codes of geometric Public cryptosystems for key codes of public cryptosystems for key genus-0 curve over finite fields of characteristic 2 ; these codes are easy to decode, thanks to an efficient algorithm due to Patterson. Variants of this cryptosystem exist, using different types of codes. Most of them were proven less secure; they were broken by structural decoding. McEliece with Goppa codes has resisted cryptanalysis so far.

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