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"Schrödinger Bridges and Monge-Kantorovich Transport for Classical and..." by Tryphon T. Georgiou 

Institute for Quantum Studies
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Title: Schrödinger Bridges and Monge-Kantorovich Transport for Classical and Quantum Dynamics
Abstract:
The talk will give an introduction to Schrödinger Bridges in a way that highlights connections and parallels to the problem of Optimal Mass Transport. Our exposition will highlight key ideas behind particular non-commutative formulations of both problems that will follow and be discussed in the talk.
Bio:
Tryphon T. Georgiou was educated at the National Technical University of Athens, Greece (Diploma 1979) and the University of Florida, Gainesville (PhD. 1983). He is a Distinguished Professor at the Department of Mechanical and Aerospace Engineering, University of California, Irvine, and Professor Emeritus at the University of Minnesota. He is a Fellow of IEEE, SIAM, IFAC, AAAS and a Foreign Member of the Royal Swedish Academy of Engineering Sciences (IVA)

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1 окт 2024

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Комментарии : 2   
@2106kid
@2106kid 25 дней назад
Splendid explanation, Would very happy if you could share the slide!
@2106kid
@2106kid 25 дней назад
Schrodinger Bridge is essentially trying to find the most likely stochastic process that maps 2 probability distributions at different times while being as close as simple reference process, typically Brownian, by minimizing the KL divergence between Q and W.
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