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M-of-N Code Decomposition for Indicating Combinational Logic

机译:指示组合逻辑的M-of-N代码分解

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Self-timed circuits present an attractive solution to the problem of process variation. However, implementing self-timed combinational logic is complex and expensive. In particular, mapping large function blocks into cell-libraries is difficult as decomposing gates introduces new signals which may violate indication. This paper presents a novel method for implementing any m-of-n encoded function block using "bounded gates", where any gate may be decomposed without violating indication. This is achieved by successively decomposing the input encoding into smaller m-of-n codes. The method described in the paper uses algebraic extraction techniques to efficiently determine and quantify potential re-encodings. The results of the synthesis procedure are demonstrated on a range of combinational function blocks.
机译:自定时电路为工艺变化问题提供了一种有吸引力的解决方案。但是,实现自定时组合逻辑既复杂又昂贵。特别是,将大型功能块映射到单元库很困难,因为分解门会引入可能违反指示的新信号。本文提出了一种使用“有界门”来实现任何m-of-n编码功能块的新颖方法,其中任何门都可以分解而不会违反指示。这是通过将输入编码连续分解为n个较小的m个编码来实现的。本文中描述的方法使用代数提取技术来有效地确定和量化潜在的重新编码。合成过程的结果在一系列组合功能块上得到了证明。

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