On Bifurcation Problem for a Semilinear Biharmonic Equation
Zhao Kun · 2004
Global bifurcation phenomena from the eigenvalues of some semilinear biharmonic equations in an open bounded domain containing the origin with homogeneous Dirichlet boundary condition is studied. Also the phenomena of bifurcation from infinity are studied. The main tools are the operator theory, theory of topological degree and the Rabinowitz’s global bifurcation theory.