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A systolic bit-parallel multiplier with flexible latency and complexity over GF(2m) using polynomial basis

机译:使用多项式在GF(2m)上具有灵活的延迟和复杂性的脉动比特并行乘法器

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This paper presents a systolic bit-parallel multiplier with flexible latency and complexity over GF(2m) using polynomial basis. Via the employment of shift register array and pipeline strategy, the multiplier designed in this paper is able to work pipelining parallel with smaller critical path. A cell which could reach the function of reducing the input operand’s degree by one and add the results of different degrees together is created in this paper. The systolic bit-parallel multiplier can be made of several such cells. Several multipliers which have different latencies and complexities with pipeline strategy are created with further discuss, the comprehensive performances of these designs are estimated with the parameter of area-time. At the end of the page, we compare the systolic bit-parallel multiplier of this paper with a certain number of typical designs these years, the result shows that the design in this paper obtains a comprehensive performance improvement by 70%, 27% and 31%.
机译:本文提出了一个具有多项式基础的在GF(2m)上具有灵活延迟和复杂性的脉动比特并行乘法器。通过使用移位寄存器阵列和流水线策略,本文设计的乘法器能够以较小的关键路径并行工作流水线。本文创建了一个单元格,该单元格可以达到将输入操作数的度数减一并将不同度数的结果相加的功能。收缩期比特并行乘法器可以由几个这样的单元组成。通过进一步讨论,创建了几个与流水线策略有不同延迟和复杂度的乘法器,并以面积时间为参数估计了这些设计的综合性能。在本页的最后,我们将本文的脉动比特并行乘法器与这些年来的一些典型设计进行了比较,结果表明,本文的设计在性能方面获得了70%,27%和31的综合提升。 %。

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