ep17 - Tryphon Georgiou, Part II: Power spectra, optimal mass transport, Wasserstein geometry, turbulence, thermodynamics, quantum mechanics, adjustable one-ports
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Navigating Optimal Mass Transport
This chapter explores the development of optimal mass transport, beginning with early research around 2005 and its connections to quantum mechanics, particularly through Schrodinger's contributions. The speakers emphasize the collaborative environment at the Mitterg-Leffler Institute, discussing how ideas evolved in stochastic control and the significance of recent advancements. They delve into complex mathematical relationships, including the Sinkhorn iteration and the implications of control theory in understanding probability spaces and dynamics.
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