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Design and analysis of the high speed AES using ancient Vedic mathematics novel approach

机译:古代吠陀数学新颖方法的高速AES设计与分析

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Now a days security is the prime part for both, the satellites communication of the electronics data and the stored data, hence encryption is important for information processing system and communication network. In this paper the designed of AES cryptography are develop by the direct method of computing the discrete linear convolution of finite length sequence. The proposed approach is easy to learn due the use of speed efficient Vedic multiplier. Since it minimize the execution time and area, so the delay and power consumption is further decrease by the compact and flexible approach in the Mixcolumn transform which takes different approach rather than conventional multiplication previously used in AES. Model process applied in this paper is bottom-up approach. The structure style of modeling helps to easy understandable the proposed design of algorithm. AES is the symmetrical 128 bit has designed and verified in the Verilog HDL in Xilinx 14.7 tool.
机译:如今,安全性已成为电子数据和存储数据的卫星通信的主要部分,因此加密对于信息处理系统和通信网络很重要。本文采用直接计算有限长度序列离散线性卷积的方法开发了AES密码学的设计。由于使用了高效的吠陀乘法器,因此该方法易于学习。由于它最小化了执行时间和面积,因此通过采用不同方法而不是先前在AES中使用常规乘法的Mixcolumn变换中的紧凑灵活方法,可以进一步减少延迟和功耗。本文采用的模型过程是自下而上的方法。建模的结构样式有助于轻松理解所提出的算法设计。 AES是对称的128位在Xilinx 14.7工具的Verilog HDL中设计和验证的。

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