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Hardware Implementation of the Baillie-PSW Primality Test

机译:Baillie-PSW的硬件实现原始测试

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The need for large primes in major cryptographic algorithms has stirred interest in methods for prime generation. Recently, to improve confidence and security, prime number generation in hardware is being considered as an alternative to software. Due to time complexity and hardware implementation issues, probabilistic primality tests are generally preferred. The Baillie-PSW primality test is a strong probabilistic test; no known Baillie-PSW pseudoprime exists. In this paper, we discuss different types of cryptographic algorithms and primality tests, and review hardware implementations of the Miller-Rabin and Lucas tests. We also present the implementation of a Verilog-based design of the Baillie-PSW test on an Altera Cyclone IV GX FPGA. To our knowledge, this is the first hardware implementation of this test. The implementation takes an odd random number as input and returns the next immediate probable prime number as output. We analyze the results from our implementation and suggest methods to further improve our results in future.
机译:主要加密算法中对大型素质的需求搅动了对素生成方法的兴趣。最近,为了提高信心和安全性,硬件中的素数生成被视为软件的替代品。由于时间复杂性和硬件实现问题,通常优选概率性原因测试。 Baillie-PSW原始测试是一个强大的概率测试;不存在已知的Baillie-Psw伪。在本文中,我们讨论了不同类型的加密算法和原始测试,以及米勒-Rabin和卢卡斯测试的硬件实现。我们还展示了在Altera Cyclone IV GX FPGA上的Baillie-PSW测试的基于Verilog的设计。为了我们的知识,这是第一个硬件实现该测试。该实现将奇数随机数呈现为输入,并将下一个立即可能的素数返回为输出。我们分析了我们实施的结果,并建议进一步提高我们将来的结果的方法。

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