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On the Differential Security of Multivariate Public Key Cryptosystems

机译:多元公钥密码系统的差分安全性

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Since the discovery of an algorithm for factoring and computing discrete logarithms in polynomial time on a quantum computer, the cryptographic community has been searching for an alternative for security in the approaching post-quantum world. One excellent candidate is multivariate public key cryptography. Though the speed and parame-terizable nature of such schemes is desirable, a standard metric for determining the security of a multivariate cryptosystem has been lacking. We present a reasonable measure for security against the common differential attacks and derive this measurement for several modern multivariate public key cryptosystems.
机译:自从在量子计算机上发现多项式时间内分解和计算离散对数的算法以来,密码学界一直在寻找接近后量子世界的安全性替代方案。一种优秀的候选人是多元公共密钥密码学。尽管这种方案的速度和可参数化的性质是所期望的,但是仍然缺乏用于确定多元密码系统的安全性的标准度量。我们提出了针对常见差分攻击的安全性的合理度量,并针对几种现代的多元公共密钥密码系统得出了该度量。

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