Skip to main content
Presentation
Asymptotic Behaviors of Solutions to a Quasi-Linear Elliptic Dirichlet Problem with Large Diffusion
The 31st Annual Southeastern Atlantic Regional Conference on Differential Equations, Georgia Southern University (2011)
  • Chunshan Zhao, Georgia Southern University
Abstract

In this talk, I will talk about asymptotic behaviors of nontrivial solutions to the Dirichlet problem of a quasi-linear elliptic equation. The main result is to obtain a lower bound for growth of L∞-norm of the solutions, which implies the L∞-norm of the solutions goes to infinity as the diffusion coefficient goes to infinity.

Keywords
  • Asymptotic behaviors,
  • Quasi-linear elliptic Dirichlet problem
Disciplines
Publication Date
October 1, 2011
Citation Information
Chunshan Zhao. "Asymptotic Behaviors of Solutions to a Quasi-Linear Elliptic Dirichlet Problem with Large Diffusion" The 31st Annual Southeastern Atlantic Regional Conference on Differential Equations, Georgia Southern University (2011)
Available at: http://works.bepress.com/chunshan_zhao/2/