论文标题
非kirchhoff顶点和NLS基态在图形上
Non-Kirchhoff Vertices and NLS Ground States on graphs
论文作者
论文摘要
我们回顾了一些最新结果，并宣布一些有关非线性schrödinger方程的基础状态的问题的新结果，这些图表与顶点赋予了匹配条件，而不是自由（或Kirchhoff的），而是非琐事的相互作用。在此类别中，Dirac的三角洲条件，Delta Prime，Fülöp-Tsutsui等。
We review some recent results and announce some new ones on the problem of the existence of ground states for the Nonlinear Schrödinger Equation on graphs endowed with vertices where the matching condition, instead of being free (or Kirchhoff's), is non-trivially interacting. In this category fall Dirac's delta conditions, delta prime, Fülöp-Tsutsui, and others.
