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A Novel Pipelined Multiplier Using Divide and Conquer Algorithm

机译:利用分而治之算法的新型流水线乘法器

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Multiplier is one of the most important components in the modern processor, but it is extensively implemented by Modified Booth Encoding (MBE) algorithm and compressed tree architecture, both of which were proposed many years ago. A novel pipelined multiplier using Divide and Conquers (D&C) algorithm is proposed in this work. Firstly a deductive process in binary is offered to prove the D&C algorithm by means of the reduction of general multiplication's complexity. Then an example of typical 32-bit multiplication is taken to illustrate the division procedure from 32-bit to 8-bit, which is aimed to reduce the elementary multiplications in light of D&C algorithm. Finally a 32-bit pipelined multiplier using D&C algorithm is constructed and implemented in Xilinx FPGA. Post simulation after synthesis certifies the performance of the designed multiplier is higher than that of array or parallel one with MBE algorithm.
机译:乘法器是现代处理器中最重要的组件之一,但是它是由多年前提出的改进的Booth编码(MBE)算法和压缩树体系结构广泛实现的。在这项工作中,提出了一种使用分而治之(D&C)算法的新型流水线乘法器。首先,通过降低通用乘法的复杂度,提供了一个二进制演绎过程来证明D&C算法。然后以一个典型的32位乘法为例,说明从32位到8位的除法过程,目的是根据D&C算法减少基本乘法。最后,在Xilinx FPGA中构建并实现了一个使用D&C算法的32位流水线乘法器。综合后的后期仿真证明,所设计的乘法器的性能要高于采用MBE算法的阵列或并行乘法器的性能。

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