Hwai-chiuan Wang

A necessary and sufficient condition for Palais-Smale conditions

In this paper we prove the following assertions:

A Palais-Smale approach to problems in Esteban-Lions domains with holes

(1)

Semilinear problems on the half space with a hole

\alpha _{I}=\alpha _{M}=\alpha _{\Gamma }=\alpha _{\Gamma ^{\prime }};

EXISTENCE THEOREM FOR A GRAD-MERCIER EQUATION OF PLASMA PHYSICS

(2)

Rudin synthesis on homogeneous Banach algebras

let

Existence of solutions of semilinear elliptic problems on unbounded domains

\Omega _{0}=\Omega _{1}\cup \Omega _{2},

Symmetry breaking in a bounded symmetry domain

where

Homogeneous Banach algebras

\Omega _{1}\cap \Omega _{2}