歷史演講・104 學年度下學期
201604/29週五 演講

The finite negative moment of the solution to stochastic heat equation

須上苑中央大學 上午 10:00–11:50 鴻經館M328
Abstract: We consider the one-dimensional stochastic heat equation on [0,1] with Dirichlet boundary condition driven by a space time white noise with constant initial data. In this talk I will show a result of Mueller and Nualart that the solution has negative moment of all orders. This is on the paper “regularity of the density for the stochastic heat equation.”