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Neural Networks and Quantum Mechanics

Machine Learning, Deep Learning, Quantum Mechanics and seminar by Christian Ferko, Northeastern University and IAIFI

Hosted by Perimeter Institute for Theoretical Physics

Friday 14:30 Toronto (GMT-4)

Recording available

- Skyroom (Perimeter Institute for Theoretical Physics)

Recording

1 h 17 min

Abstract

Christian Ferko reviews correspondences between neural networks, quantum mechanics and quantum field theory. Wide networks behave like Gaussian processes and share features with free or weakly interacting fields. Focusing on one-dimensional field theories gives enough control to show, under mild assumptions, that any quantum-particle model has a neural-network representation. Architectural choices that satisfy quantum axioms then produce properties such as uncertainty relations. The presentation draws on joint work with Jim Halverson.

Topics

neural networksQuantum Mechanicsquantum field theoryGaussian processesweakly interacting fieldsone-dimensional field theoriesquantum axiomsuncertainty relations

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