基于互连复杂度的多路FSM分解

Wen-Lin Yang, R. Owens, M. J. Irwin
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引用次数: 8

摘要

对于多路一般分解的各种策略,过去已经进行了研究。这些策略的不同之处在于它们如何反映逻辑级实现的成本。本文讨论了当一个机器被分解成若干子机器时,必须存在的互连线数的下界。从VLSI实现的角度来看,至少部分基于互连复杂性的成本函数将是有利的。作者提出了一种建立任意机器多路分解的边界的方法,并将该边界制成若干基准的表格。这个表格显示,从互连的角度来看,许多大型基准确实是高度可分解的
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Multi-way FSM decomposition based on interconnect complexity
Various strategies for multi-way general decomposition have been investigated in the past. These strategies differ in how they reflect the cost of a logic-level implementation. The authors are concerned with the lower bound on the number of interconnecting wires which must exist when a machine is decomposed into several submachines. From a VLSI implementation point of view having a cost function based at least in part on interconnect complexity would be advantageous. The authors present a way to establish this bound for the multi-way decomposition of an arbitrary machine and tabulate the bound for a number of benchmarks. This tabulation shows that many large benchmarks are indeed highly decomposable from an interconnect point of view.<>
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