TRIPLE POSITIVE PSEUDO-SYMMETRIC SOLUTIONS TO A THREE-POINT SECOND-ORDER INTEGRODIFFERENTIAL BOUNDARY VALUE PROBLEM WITH p-LAPLACIAN

Yang Liu (P. R. China), Chuanzhi Bai (P. R. China), Dapeng Xie (P. R. China) and Chunli Wang (P. R. China)

Received August 18, 2007

Abstract

In this paper, we use fixed point theorem due to Avery and Peterson to prove the existence of the triple positive pseudo-symmetric solutions to a three-point second-order p-Laplacian integrodifferential boundary value problem.

Keywords and phrases: fixed point theorem, positive pseudo-symmetric solutions, p-Laplacian, cone.