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Emerging technologies with asymptotic zero power dissipation, such as quantumcomputing, require the logical operations to be done in a reversible manner. Inrecent years, the problem of synthesizing Boolean functions in the reversiblelogic domain has gained significant research attention. The efficiency of thesynthesis methods is measured in terms of quantum cost, gate cost, garbagelines, logic depth and speed of synthesis. In this paper, we present anapproach based on Exclusive sum-of-Products (ESOP), which allows the user toexplore the trade-off between quantum cost and garbage lines. The proposedtechnique adds a new dimension to the reversible logic synthesis solutions. Wedemonstrate by detailed experiments that controlled improvement in quantum costand gate count by increasing garbage count can be achieved. In some cases,improved quantum cost and gate count compared to state-of-the-art synthesismethods are reported. Furthermore, we propose a novel rule-based approach toachieve ancilla-free reversible logic synthesis starting from an ESOPformulation.

Ancilla-Quantum Cost Trade-off during Reversible Logic Synthesis using Exclusive Sum-of-Products