Non-linear noise excitation of stochastic heat equations IV
須上苑助理教授中央大學 上午 10:00–11:50 鴻經館M328摘要：
We consider stochastic heat equations [SHEs] on the interval with Dirichlet boundary condition or Neumann boundary condition. Kim and Khoshnevisan prove that the growth of the energy is approximately exponential to the noise level to some power and then Foodun and Joseph improve few of their results. In this talk, we consider SHEs on the real line instead of a finite interval and use a different way to get similar results.