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Quantum-Inspired Machine Learning: a Survey

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arxiv 2308.11269 v2 pith:I46I4CQW submitted 2023-08-22 cs.LG quant-ph

classification cs.LGquant-ph
keywords qimllearningmachinequantumfieldfuturesurveyclassical
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Quantum-inspired Machine Learning (QiML) is a burgeoning field, receiving global attention from researchers for its potential to leverage principles of quantum mechanics within classical computational frameworks. However, current review literature often presents a superficial exploration of QiML, focusing instead on the broader Quantum Machine Learning (QML) field. In response to this gap, this survey provides an integrated and comprehensive examination of QiML, exploring QiML's diverse research domains including tensor network simulations, dequantized algorithms, and others, showcasing recent advancements, practical applications, and illuminating potential future research avenues. Further, a concrete definition of QiML is established by analyzing various prior interpretations of the term and their inherent ambiguities. As QiML continues to evolve, we anticipate a wealth of future developments drawing from quantum mechanics, quantum computing, and classical machine learning, enriching the field further. This survey serves as a guide for researchers and practitioners alike, providing a holistic understanding of QiML's current landscape and future directions.

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Cited by 3 Pith papers

Reviewed papers in the Pith corpus that reference this work. Sorted by Pith novelty score. Full citation record

  1. QiVC-Net: Quantum-Inspired Variational Convolutional Network, with Application to Biosignal Classification

    cs.LG 2025-11 conditional novelty 6.0 of 10

    Rotating convolutional weights in a learned low-dimensional subspace during training yields 97.84% and 97.89% accuracy on the CinC 2016 and CirCor 2022 phonocardiogram benchmarks.

  2. Boosting Classification with Quantum-Inspired Augmentations

    cs.CV 2025-06 conditional novelty 6.0 of 10

    The paper reports that quantum-inspired Bloch rotations, combined with classical flips and perfect rotations, improve ImageNet Top-1 accuracy by about 3% relative to classical augmentation alone.

  3. Noise-Induced Thermalization in Quantum Systems

    quant-ph 2025-12 conditional novelty 5.0 of 10

    Interleaving random or phase-flip noise with Hamiltonian evolution accelerates—and for integrable chains enables—local convergence to Gibbs states in small spin-chain simulations.

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