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• W137478731 abstract "In this paper ways to efficiently implement public-key schemes based on ultivariate uadratic polynomials ( $mathcal{MQ}$ -schemes for short) are investigated. In particular, they are claimed to resist quantum computer attacks. It is shown that such schemes can have a much better time-area product than elliptic curve cryptosystems. For instance, an optimised FPGA implementation of amended TTS is estimated to be over 50 times more efficient with respect to this parameter. Moreover, a general framework for implementing small-field $mathcal{MQ}$ -schemes in hardware is proposed which includes a systolic architecture performing Gaussian elimination over composite binary fields." @default.
• W137478731 created "2016-06-24" @default.
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• W137478731 date "2008-08-05" @default.
• W137478731 modified "2023-10-15" @default.
• W137478731 title "Time-Area Optimized Public-Key Engines: $mathcal{MQ}$ -Cryptosystems as Replacement for Elliptic Curves?" @default.
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• W137478731 doi "https://doi.org/10.1007/978-3-540-85053-3_4" @default.
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