Heriot-Watt Mathematics Report Series
HWM07-24, 3 Aug 2007
Local and global bifurcation results for a semilinear boundary value problem
K J Brown
Abstract
We investigate the local and global nature of the bifurcation diagrams which can occur for a semilinear elliptic boundary value problem with Neumann boundary conditions involving sign-changing coefficients. It is shown that closed loops of positive and negative solutions occur naturally for such problems and properties of these loops are investigated.
Google Scholar Search: links, citations and journal (if available)
Contact Details | 2007 Reports Index |
Full Index