Efficient Quantum Modular Arithmetics for the ISQ Era

Parfait Atchade-Adelomou; Saul Gonzalez

Efficient Quantum Modular Arithmetics for the ISQ Era

Quantum Physics 2023-11-16 v1

Authors: Parfait Atchade-Adelomou , Saul Gonzalez

Abstract

As we venture into the Intermediate-Scale Quantum (ISQ) era, the proficiency of modular arithmetic operations becomes pivotal for advancing quantum cryptographic algorithms. This study presents an array of quantum circuits, each precision-engineered for modular arithmetic functions critical to cryptographic applications. Central to our exposition are quantum modular adders, multipliers, and exponential operators, whose designs are rigorously optimized for ISQ devices. We provide a theoretical framework and practical implementations in the PennyLane quantum software, bridging the gap between conceptual and applied quantum computing. Our simulations validate the efficacy of these methodologies, offering a strategic compass for developing quantum algorithms that align with the rapid progression of quantum technology.

Keywords

noisy intermediate-scale quantum quantum computing quantum algorithms

Cite

@article{arxiv.2311.08555,
  title  = {Efficient Quantum Modular Arithmetics for the ISQ Era},
  author = {Parfait Atchade-Adelomou and Saul Gonzalez},
  journal= {arXiv preprint arXiv:2311.08555},
  year   = {2023}
}

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11 pages, 10 figures

Efficient Quantum Modular Arithmetics for the ISQ Era

Abstract

Keywords

Cite

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