In this pa- per, we show how post-quantum signature systems based on Multivariate. Quadratic (MQ) polynomials can be improved up by about 9/10, and. 3/5, ...
In this paper, we show how post-quantum signature systems based on M ultivariate Q uadratic ( M Q ) polynomials can be improved up by about 9/10, and 3/5, ...
In this paper, we show how post-quantum signature systems based on Multivariate Quadratic (MQ) polynomials can be improved up by about 9/10, and 3/4, ...
In this paper, we show how post-quantum signature systems based onMultivariate Quadratic (MQ) polynomials can be improved up by about 9/10, and 3/5, ...
Small Public Keys and Fast Verification for $\mathcal{M}$ ultivariate ... keys in multivariate quadratic public key systems. Journal of Mathematical ...
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Small Public Keys and Fast Verification for $\mathcal{M ...
www.researchgate.net › ... › Verification
Multivariate cryptography is one of the main candidates to guarantee the security of communication in the post-quantum era. While multivariate signature schemes ...
WOLF, Small public keys and fast verification for multivariate quadratic public key systems, in Proceedings of the 13th international conference on ...
Small Public Keys and Fast Verification for Multivariate Quadratic Public Key Systems ... Large Superfluous Keys in Multivariate Quadratic Asymmetric Systems.
Abstract: In this article, we investigate the class of multivariate quadratic (MQ) public key systems. These systems are becoming a serious alternative to ...
Small public keys and fast verification for multivariate quadratic public key systems. In CHES, pages 475–490, 2011. [Sho97]. Peter W. Shor. Polynomial-time ...