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We applied the maximum weighted matching (PMWM) method, well-known from the graph theory, to reduction of quantum cost (QC) in reversible sub-circuits with a common target line. In this way, possibility of application of the PMWM method to optimization of QC is showed for the first time in literature on reversible circuit synthesis. Experimental results have shown that this approach leads to substantial...
In this paper, a method for constructing sequences of reversible functions of large number of variables is presented. First, by using our database of all minimal reversible circuits for 3-variable reversible functions, and our tool for designing minimal circuits for 4-variable reversible functions, circuits with structural regularities are searched for. The aim is to find a pair, 3- and 4-variable...
This paper reports on a method of the construction of new difficult benchmarks for reversible logic synthesis. It is shown how to extrapolate 3- and 4-variable reversible functions implemented by gate count minimal circuits having regular structure. In this way sequences of reversible functions of an arbitrary number of variables have been constructed for which we have built minimal circuits implementing...
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