Aug 2026· Lecture Notes in Networks and Systems· pp. 749-765· 0 citations· 20 references
Physics
TL;DR
A novel physics-guided linear mapper for quantum error mitigation that uses seven distinct interpretable features derived from circuit complexity and device calibration data, which reveals that circuit depth and CNOT count dominate error prediction, consistent with decoherence mechanisms.
Abstract
We introduce a novel physics-guided linear mapper (PGLM) for quantum error mitigation that uses seven distinct interpretable features derived from circuit complexity and device calibration data. The goal is to provide a data-efficient, interpretable, and low-latency alternative to the black-box machine learning for quantum error mitigation in noisy-intermediate scale quantum devices. Evaluated on 52 simulated benchmark circuits (1--4 qubits), PGLM demonstrates strong performance in noise-accumulation regimes: 50.1% RMSE reduction on 3-qubit circuits and 32.3% on 4-qubit circuits, while single-qubit circuits show degraded performance. A circuit-size-aware deployment policy achieves 32.6% aggregate improvement. Sub-millisecond inference enables integration into variational algorithms, and analysis of learned coefficients reveals that circuit depth and CNOT count dominate error prediction, consistent with decoherence mechanisms. Results are simulator-based with idealized noise models; hardware validation remains essential future work.
A noise-aware emulation framework that propagates the dominant noise mechanisms throughout the full computation cycle to predict device behavior and establishes a foundation for verifying analog processors in regimes beyond classical reach is presented.
Constantin Dalyac, Sergi Julia-Farr'e, L. Leclerc et al.· 3 citations· ⚡1
This work proposes a framework for dynamical quantum error correction at the circuit level, requiring no logical encoding or ancillary qubits, and shows that this circuit-level dynamical correction synergizes with pulse-level robust control, providing an analytical bridge between continuous noise dynamics and discrete...
Jun-Kai Zeng, Hao Liang, Ju-Hai Yong et al.· Quantum Science and Technolo...· 0 citations
This survey paper aims to synthesize the state-of-the-art in QEM, offer organized insights across approaches, and propose potential paths towards error-resilient quantum computing.
Ratun Rahman, Dinh C. Nguyen· ACM Computing Surveys· 0 citations
The technique, tiled M0, leverages the unique structure of tiled Ansätze to apply a locality approximation to M0 that results in an exponential reduction in the QPU cost of the noise characterization, highlighting its potential use in near-term applications.
Oskar Graulund Lentz Rasmussen, Erik Kjellgren, Peter Reinholdt et al.· Journal of Chemical Theory a...· 4 citations
This review examines how error mitigation techniques can be adapted to encoded and logical-qubit settings so that they can operate alongside quantum error correction to suppress residual logical errors and improve the accuracy of computation in the early fault-tolerant regime.
Han-Ze Li, Mengjie Yang, Xian-Quan Yan et al.· 3 citations
This chapter surveys ML-based methods for quantum error decoding, with a focus on topological codes and an emphasis on architectural principles, practical performance, and real-time considerations.
Changwon Lee, Tak Hur, Jeongwoo Jae et al.· 0 citations
We use cookies to run the site and, with your consent, for analytics and to show ads.
See our Cookie Policy.