具有验证功能的有限位宽整数乘法器的高级优化

O. Sarbishei, M. Tabandeh, B. Alizadeh, M. Fujita
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引用次数: 3

摘要

有限输出位宽的整数乘法器广泛应用于许多数字信号处理(DSP)应用中。在这种电路中,与传统的二进制表示相比,残数系统(RNS)等高级优化可以用来实现更高效的体系结构。本文针对整数乘法器和一般的乘法累加器(MAC)单元,在输出结果限于有限位宽的情况下,提出了一种高效的高级不关心优化(DC-Opt)方法。然后,可以将这种高级优化方法与门级的逻辑优化相结合。实验结果表明,与传统的优化方法相比,该方法在面积和延迟方面有了很大的改进。
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High-level optimization of integer multipliers over a finite bit-width with verification capabilities
Integer multipliers with finite output bit-widths are widely used in many Digital Signal Processing (DSP) applications. In such circuits high-level optimizations like Residue Number System (RNS) can be utilized to achieve more efficient architectures compared to the conventional binary representations. This paper presents an efficient high-level Don't-Care Optimization (DC-Opt) method for integer multipliers and in general Multiply Accumulator (MAC) units when the output result is limited to a finite bit-width. This high-level optimization approach can then be combined with logic optimizations at gate-level. Experimental results have shown major improvements in terms of area and latency compared to the conventional optimization approaches.
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Bounded Dataflow Networks and Latency-Insensitive circuits High-level optimization of integer multipliers over a finite bit-width with verification capabilities 2009 MEMOCODE Co-Design Contest Verification of an industrial SystemC/TLM model using LOTOS and CADP A cross-layer approach to heterogeneity and reliability
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