The synthesis strategy for quantum oracles is based on a reversible logic synthesis and a quantum compilation step. In reversible logic synthesis it is important to obtain a compact reversible circuit in order to minimize the size of the final quantum circuit. Projected Sum Of Product, PSOP, decomposition is an EXOR based technique that can be applied to any Boolean function as a very fast pre-processing step for further minimizing the circuit area in standard logic synthesis. In this paper, we exploit PSOP decomposition in quantum synthesis. In particular, we describe a new technique for the quantum synthesis of PSOP decomposed functions. The experimental results validate the proposed pre-processing method in quantum synthesis, showing an interesting gain in area, within the same time limit.
On Exploiting PSOP Decomposition for Quantum Synthesis / A. Bernasconi, V. Ciriani, G. Cuciniello, A. TAHERI MONFARED. - In: WORKS IN PROGRESS IN EMBEDDED COMPUTING JOURNAL. - ISSN 2980-7298. - 10:2(2024), pp. 13-20.
On Exploiting PSOP Decomposition for Quantum Synthesis
V. CirianiSecondo
;A. TAHERI MONFARED
2024
Abstract
The synthesis strategy for quantum oracles is based on a reversible logic synthesis and a quantum compilation step. In reversible logic synthesis it is important to obtain a compact reversible circuit in order to minimize the size of the final quantum circuit. Projected Sum Of Product, PSOP, decomposition is an EXOR based technique that can be applied to any Boolean function as a very fast pre-processing step for further minimizing the circuit area in standard logic synthesis. In this paper, we exploit PSOP decomposition in quantum synthesis. In particular, we describe a new technique for the quantum synthesis of PSOP decomposed functions. The experimental results validate the proposed pre-processing method in quantum synthesis, showing an interesting gain in area, within the same time limit.| File | Dimensione | Formato | |
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