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FPGA realization of high performance large size computational functions: multipliers and applications

机译:FPGA实现高性能大尺寸计算功能:乘法器和应用

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摘要

In this paper, efficient design methodologies and systematic approaches for realizing large size signed multipliers based on the use of small-size embedded blocks in FPGAs are presented. Two algorithms, delay table and dynamic programming addition optimizations, are used to efficiently organize the addition of partial products. To demonstrate the effectiveness of our approaches, two large size operand computations are realized using our optimized large size multipliers. These functions are complex multiplication and matrix multiplication. The implementations target Xilinx' and Altera's FPGAs. When our approaches are compared to those of traditional techniques, the results show improvements of performance and area usage for both applications.
机译:本文介绍了基于在FPGA中使用小尺寸嵌入式模块来实现大尺寸带符号乘法器的有效设计方法和系统方法。延迟表和动态编程添加优化这两种算法可用于有效地组织部分乘积的添加。为了证明我们方法的有效性,使用我们优化的大型乘法器实现了两个大型操作数计算。这些功能是复数乘法和矩阵乘法。这些实现针对Xilinx和Altera的FPGA。将我们的方法与传统技术进行比较时,结果表明两种应用程序的性能和面积使用均得到改善。

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