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FPGA Implementation of Encryption Algorithms Based on Residual Polynomials

机译:基于残差多项式的加密算法的FPGA实现

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This paper describes an encryption algorithm based on a polynomial system of residual classes. We study the FPGA bitstream implementation on the Xilinx and 16-nm UltraScale™ ASIC architecture which enables floating-point operation, multi-processing, parallelism, pipelining, highperformance computing, etc. The software-based bitstream encryption and on-chip decryption are performed with the stored encryption key and encrypted bitstream, generated by a Vivado tool. The self-authenticating algorithms with a symmetric key are investigated. The encryption algorithms are implemented using the polynomial system of residual numbers. Data encryption in a residual number system is effectively implemented by ASICs. Design of irreducible polynomial is proposed and discussed. Our developments and findings are empowered by the low-power FinFET FPGA architecture.
机译:本文介绍了一种基于残差类多项式系统的加密算法。我们研究了基于Xilinx和16-nm UltraScale™ASIC架构的FPGA比特流实现,该架构可实现浮点运算,多处理,并行处理,流水线,高性能计算等。执行基于软件的比特流加密和片上解密通过Vivado工具生成的存储的加密密钥和加密的比特流。研究了具有对称密钥的自认证算法。加密算法是使用残数的多项式系统实现的。 ASIC有效地实现了残数系统中的数据加密。提出并讨论了不可约多项式的设计。低功耗FinFET FPGA架构为我们的发展和发现提供了支持。

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