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W1982763669 abstract "Improving circuit realization of known quantum algorithms by CAD techniques has benefits for quantum experimentalists. In this article, the problem of synthesizing a given function on a set of ancillea is addressed. The proposed approach benefits from extensive sharing of cofactors among cubes that appear on function outputs. Accordingly, it can be considered a multilevel logic optimization technique for reversible circuits. In particular, the suggested approach can efficiently implement any n -input, m -output lookup table (LUT) by a reversible circuit. This problem has interesting applications in the Shor's number-factoring algorithm and in quantum walk on sparse graphs. Simulation results reveal that the proposed cofactor-sharing synthesis algorithm has a significant impact on reducing the size of modular exponentiation circuits for Shor's quantum factoring algorithm, oracle circuits in quantum walk on sparse graphs, and the well-known MCNC benchmarks." @default.
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W1982763669 date "2014-11-18" @default.
W1982763669 modified "2023-09-25" @default.
W1982763669 title "Cofactor Sharing for Reversible Logic Synthesis" @default.
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W1982763669 doi "https://doi.org/10.1145/2629524" @default.
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