在这份报纸,为非退化的本地最小加权的 Ginzburg 四轮马车方程的重新使正常化的精力削尖的任何给定的 d,一个人能发现答案到其旋涡趋于到这些 d 点的 Ginzburg 四轮马车方程,这被证明。这向在 Ginzburg 四轮马车方程的一个类的解决方案之间的连接提供重新使正常化的精力的重量和 minimizers。
In this paper, it is proved that for any given d non-degenerate local minimum points of the renormalized energy of weighted Ginzburg-Landau eqautions, one can find solutions to the Ginzburg-Landau equations whose vortices tend to these d points. This provides the connections between solutions of a class of Ginzburg-Landau equations with weight and minimizers of the renormalized energy.