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Stream cipher based on post-commutative quasigroups

机译:基于交换后拟群的流密码

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摘要

A quasigroup (A, ⊙) is said to be post-commutative if a ⊙ b = c implies a ⊙ c = b for all a, b, c ∈ Q. In this paper, we design a stream cipher based on post-commutative quasigroups and analyse its security. A lower bound of the total number of post-commutative quasigroups of a given order, and constructions of post-commutative quasigroups are also given in this paper.
机译:如果a⊙b = c暗示a⊙c = b对于所有a,b,c∈Q,则拟群(A,⊙)是后交换的。在本文中,我们基于后交换设计流密码准群并分析其安全性。给出了给定阶的交换后拟群总数的下界,并给出了交换后拟群的构造。

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