Local Minimizers with Unbounded Vorticity for the 2D <scp>Ginzburg‐Landau</scp> Functional
Local Minimizers with Unbounded Vorticity for the 2D <scp>Ginzburg‐Landau</scp> Functional
Abstract A central focus of Ginzburg‐Landau theory is the understanding and characterization of vortex configurations. On a bounded domain global minimizers, and critical states in general, of the corresponding energy functional have been studied thoroughly in the limit where is the inverse of the Ginzburg‐Landau parameter. A notable open problem …