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a practical method of fully homomorphe and verifiable encryption.

机译:完全同态和可验证加密的实用方法。

摘要

the present invention relates to a cryptosystème fully homomorphe efficiently based on a new probabilistic homomorphe and processed between the ring z / 2z (ring of integers modulo 2 residues).the whole ring of lipschitz modular.the cryptosystème is able to process messages in the form of bits in the entry form and provide ciphers of lipschitz quaternions matrices modulo a large integer na combined $aturel non deterministic. the security of the cryptosystème is based on the difficulty of solving a system of polynomial equations in a multi ring not commutatif variety.this cryptosystème allows to further reduce the computation time of the multiplication in the encryption algorithm completely homomorphe (eh)it minimizes the size of the secret key, and to reduce the expansion of the ciphers.
机译:本发明涉及基于新的概率同态并在环z / 2z(整数模2个残基的环)之间进行处理的有效密码完全同态。lipschitz模块的整个环。位形式的入口形式,并提供Lipschitz四元数矩阵的密码,该矩阵以大整数na组合(不确定的)为模。密码系统的安全性是基于解决多环非可交换品种中的多项式方程组的难易程度的原因。密钥,并减少密码的扩展。

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