and Statistics Seminar
|| Math and Statistics Department
Bear Hall 207
Abstract: We investigate the limit case for a Ginzburg-Landau system describing an inhomogeneous superconducting material in a bounded domain, and show that in the limit case, the system can be described by one equation, from the analysis of such equation, we prove the local minimizers of the limit case and solutions of the equation are one to one in certain sense. Structures and properties of the solutions will also be discussed.