The continuous-time lace expansion and it’s applications

The continuous-time lace expansion and it’s applications

Probability Seminar
May 3, 2017, 03:10 PM - 04:00 PM | 1011 Evans Hall | Happening As Scheduled
Tyler Helmuth, U.C. Berkeley Mathematics
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.