NSF/CBMS Conference
Analysis of Stochastic  Partial Differential Equations

Davar Khoshnevisan, Lecturer

August 19-23, 2013
Michigan State University

Contributed Talk Slides

Raluca Balan  (University of Ottawa)  PDEs with alpha-stable Levy Noise: a Random Field Approach
Yu Gu (Columbia University)  Weak Convergence Approach to a Parabolic Equation with Large Random Potential
Paul Jung (University of Alabama at Birmingham) A Tanaka Formula for the Derivative of Self-intersection Local Time of FBm
Erkan Nane (Auburn University)  Continuous Time Random Walk Limits: Governing Equations and Fractal Dimensions
Sunder Sethuraman (University of Arizona) A Stochastic Burgers Equation from Zero-range Microscopic Interactions 
Xiangjin Xu (Binghamton University-SUNY)  New Heat Kernel Estimates on Riemannian Manifolds with Negative Curvature 
Xinghua Zheng (Hong Kong University of Science and Technology)  A Phase Transition for Measure-valued SIR Epidemic Processes