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Fast Squaring Technique for Radix Vicinity Numbers for Radix 2~n ± M with Reduced Computational Complexity

机译:基于X〜n±m的基数附近的快速平方技术,计算复杂性降低

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A fast squaring technique for the operands nearer to a particular radix is reported in this paper. The technique offers significantly less computational complexity which reduces the processing time to a large extent. Considering the applicability of the technique for a particular set of numbers which are in the vicinity of the corresponding radix, it is shown that the technique is equally acceptable for very large radix number. The proposed approach has been verified using Xilinx ISE Vertex-7 FPGA device. Simulated findings showed that with a significant increment in radix value (99.87%), the change of propagation delay is extremely small (2.33%), and corresponding increase in power dissipation is within tolerable range (29.84%). The results show the improvement in speed and computational complexity.
机译:本文报道了一种靠近特定基数的操作数的快速平方技术。该技术提供了显着较低的计算复杂性,可在很大程度上降低了处理时间。考虑到技术的适用性对于在相应的基数附近的特定数字集合中,示出了该技术对于非常大的基数数量同样可接受。使用Xilinx ISE Vertex-7 FPGA器件验证了所提出的方法。模拟结果表明,在基数值(99.87%)中具有显着增量,传播延迟的变化极小(2.33%),并且功率耗散的相应增加在可容忍的范围内(29.84%)。结果表明了速度和计算复杂性的提高。

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