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Michael Woodroofe Lecture Series: Ian McKeague, Professor, Department of Biostatistics, Columbia University

"Stein's Method, Discrete Approximations of High-dimensional Distributions and Quantum Mechanics"
Friday, April 16, 2021
10:00-11:00 AM
Abstract: Stein's method is a well-known technique for finding rates of convergence in central limit theory. This talk discusses the use of Stein's method to study discrete representations of high-dimensional distributions that arise in quantum mechanics. These representations can explain how quantum effects result from the interaction of finitely many classical "worlds," with the role of sample size played by the number of worlds. The wave function is then recovered (as a secondary object) from observations of particles in these worlds, without knowing the world from which any particular observation originates. References: McKeague and Levin (2016, Annals of Applied Probability), McKeague, Pekoz and Swan (2019, Bernoulli). No prior knowledge of Stein's method or quantum theory is assumed.

This seminar will be livestreamed via Zoom There will be a virtual reception to follow.
Building: Off Campus Location
Location: Virtual
Event Link:
Event Type: Workshop / Seminar
Tags: seminar
Source: Happening @ Michigan from Department of Statistics, Department of Statistics Seminar Series, Michael Woodroofe Lecture Series