逻辑函数的析取分解

V. Bertacco, M. Damiani
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引用次数: 132

摘要

我们提出了一种从f的BDD表示中提取析取分解的算法,该算法的输出是一个多层网表,暴露了函数的分层分解结构。该算法在输入BDD的大小上具有理论二次复杂度。在实验上,我们能够在不到一秒的CPU时间内分解大多数合成基准,并报告几个复杂的ISCAS组合基准的可分解性。我们发现最终的网表通常接近更复杂的专用优化工具的输出。
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The disjunctive decomposition of logic functions
We present an algorithm for extracting a disjunctive decomposition from the BDD representation of F. The output of the algorithm is a multiple-level netlist exposing the hierarchical decomposition structure of the function. The algorithm has theoretical quadratic complexity in the size of the input BDD. Experimentally, we were able to decompose most synthesis benchmarks in less than one second of CPU time, and to report on the decomposability of several complex ISCAS combinational benchmarks. We found the final netlist to be often close to the output of more complex dedicated optimization tools.
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