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arxiv_ml 70% Match Research Paper Quantum computing researchers,Quantum software engineers,ML researchers interested in quantum applications 2 weeks ago

FIDDLE: Reinforcement Learning for Quantum Fidelity Enhancement

reinforcement-learning › robotics-rl
📄 Abstract

Abstract: Quantum computing has the potential to revolutionize fields like quantum optimization and quantum machine learning. However, current quantum devices are hindered by noise, reducing their reliability. A key challenge in gate-based quantum computing is improving the reliability of quantum circuits, measured by process fidelity, during the transpilation process, particularly in the routing stage. In this paper, we address the Fidelity Maximization in Routing Stage (FMRS) problem by introducing FIDDLE, a novel learning framework comprising two modules: a Gaussian Process-based surrogate model to estimate process fidelity with limited training samples and a reinforcement learning module to optimize routing. Our approach is the first to directly maximize process fidelity, outperforming traditional methods that rely on indirect metrics such as circuit depth or gate count. We rigorously evaluate FIDDLE by comparing it with state-of-the-art fidelity estimation techniques and routing optimization methods. The results demonstrate that our proposed surrogate model is able to provide a better estimation on the process fidelity compared to existing learning techniques, and our end-to-end framework significantly improves the process fidelity of quantum circuits across various noise models.
Authors (3)
Hoang M. Ngo
Tamer Kahveci
My T. Thai
Submitted
October 17, 2025
arXiv Category
cs.LG
arXiv PDF

Key Contributions

FIDDLE is a novel learning framework that directly maximizes process fidelity during quantum circuit transpilation's routing stage. It combines a Gaussian Process surrogate model for efficient fidelity estimation with an RL module for optimization, outperforming methods relying on indirect metrics like circuit depth.

Business Value

Increases the reliability and accuracy of quantum computations, accelerating progress in quantum computing applications like optimization and machine learning.