带权的Ginzburg-Landau型泛函的径向极小元零点分布研究

With the right type of Ginzburg-Landau functional of the radial distribution of very small element zero

本文主要是讨论带权的Ginzburg-Landau型泛函的径向极小元零点分布问题,通过一系列的讨论和证明,最终描述出带权的Ginzburg-Landau型泛函的径向极小元的零点集中分布在原点和权函数的零点附近。

This paper is to discuss with the right of Ginzburg-Landau type functional distribution of the radial minimizer zero problems,through a series of discussions and that,eventually with the right to describe the Ginzburg-Landau type functional of the radial minimizer of zero at the origin and concentrated near zero weighting function.