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<< Wednesday, May 03, 2017 >>


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The continuous-time lace expansion and it’s applications

Seminar: Probability Seminar | May 3 | 3:10-4 p.m. | 1011 Evans Hall


Tyler Helmuth, U.C. Berkeley Mathematics

Department of Statistics


The lace expansion is one of the primary tools for proving that probability models in high dimensions have mean field behaviour. I will explain the previous sentence by describing joint work in progress with David Brydges and Mark Holmes in which we develop a continuous time lace expansion. Our method allows us to analyze n-component field theories when n is zero, one, or two. The case n=2 is new.


510-642-2781