论文标题
自由和固定边界之间的切向接触，用于变异解决方案与可变系数Bernoulli类型的自由边界问题
Tangential contact between free and fixed boundaries for variational solutions to variable coefficient Bernoulli type Free boundary problems
论文作者
论文摘要
在本文中，我们表明给出了适当的边界数据，类型\ eqref {functional}功能的最小值的自由边界和固定边界，以切线方式相互联系。我们通过对全局概要文件进行分类来证明这一结果，从而使\ cite {kks06}的想法适应了想法。
In this paper, we show that given appropriate boundary data, the free boundary and the fixed boundary of minimizers of functionals of type \eqref{functional} contact each other in a tangential fashion. We prove this result via classification of the global profiles, adapting the ideas from \cite{KKS06}.
