BIFURCATION SOLUTION BRANCHES AND ITS NUMERICAL ANALYSIS OF A SEMI-LINEAR ELLIPTIC PROBLEM

In this paper the bifurcation solution branches of a semi-linear elliptic problem are studied, and its extended systems are constructed.

NUMERICAL APPROXIMATIONS OF A SEMI-LINEAR ELLIPTIC PROBLEM

The bifurcation solution branches of a semi-linear elliptic problem are studied, its extended system are constructed.

BIFURCATION SOLUTION BRANCHESAND THEIR NUMERICAL APPROXIMATIONS OF A SEMI-LINEAR ELLIPTIC PROBLEM WITH TWO PARAMETERS

In this paper the bifurcation solution branches of a semi-linear elliptic problem are studied.

一类不可微全连续正映象的歧点问题及其应用

本文讨论一类不可微全连续正映象的歧点问题,并将得到的抽象结果应用于半线性椭圆型方程的Dirichlet问题,得到了该问题歧点的存在性定理。

关於具有非可微非线性项的半线性椭园型方程的正解的歧点问题

在本文中,先给出非可微全连续锥映象的歧点的一些充分条件及歧点的范围;然后将它们应用於半线性二阶椭园型方程的狄氏问题的正解的歧点分析,在非线性项没有可微性假设条件下,讨论了该问题正解的歧点存在的条件及歧点所在的范围.