期刊
NATURE COMPUTATIONAL SCIENCE
卷 3, 期 6, 页码 484-485出版社
SPRINGERNATURE
DOI: 10.1038/s43588-023-00468-5
关键词
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Increasing the number of parameters in a quantum neural network leads to a computational 'phase transition' where training the network becomes significantly easier. An algebraic theory has been developed to explain this overparametrization phenomenon and predicts its occurrence above a certain parameter threshold.
Increasing the number of parameters in a quantum neural network leads to a computational 'phase transition', beyond which training the network becomes significantly easier. An algebraic theory has been developed for this overparametrization phenomenon and predicts its onset above a certain parameter threshold.
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