论文标题
双Toffoli和Peres可逆大门
Dual Toffoli and Peres-reversible gates
论文作者
论文摘要
本文引入了双重Toffoli和Peres可逆门，这些门在分离的控制下运行，并根据Barenco等人显示其功能。量子模型。对于对照组，都考虑了均匀和混合极性。提出了重写规则，可以使用标准的Toffoli或Peres大门减少可逆（子）电路的门的数量和量子成本。最后，显示了双toffoli和双佩雷斯门的Clifford+T实现，当将可逆电路映射到IBM量子计算机时，可以使用。
The paper introduces dual Toffoli and Peres reversible gates, which operate under disjunctive control, and shows their functionality based on the Barenco et al. quantum model. Both uniform and mixed polarity are considered for the controls. Rewriting rules are presented, which provide a possible reduction of the number of gates and quantum cost of reversible (sub)circuits using standard Toffoli or Peres gates. Finally, a Clifford+T realization of a dual Toffoli and a dual Peres gate is shown, which may be used when mapping reversible circuits to the IBM quantum computers.
