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Quantum learning with tunable loss functions

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The article investigates quantum machine learning frameworks in which loss functions can be systematically adjusted or tuned during the training process of quantum algorithms. The research explores how flexible loss function design affects the performance, convergence, and generalization capacity of quantum learning models. The findings suggest that tunable loss functions can offer advantages over fixed alternatives in certain quantum optimization and classification tasks.


This work has potential implications for the development of more robust and efficient quantum algorithms applicable to data-intensive problems in fields such as drug discovery, materials science, and optimization. It contributes to the theoretical foundation needed to make quantum machine learning competitive with classical approaches.


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