论文标题
非线性平滑算子和抽象边界条件的局部自我参与扩展
Locally Self-adjoint Extensions of Nonlinear Smooth Operators and Abstract Boundary Conditions
论文作者
论文摘要
在真正的希尔伯特空间中，研究了平滑的操作员F，其域的每个点的衍生物都是对称操作员。就抽象的边界条件而言，描述了该操作员的局部自我参与扩展。我们使用一些概念和事实来自符号差异几何形状。
In a real Hilbert spaces H a smooth operator F is studied, whose derivative at each point of its domain is a symmetric operator. In terms of abstract boundary conditions locally self-adjoint extensions of this operator are described. We use some concepts and facts from symplectic differential geometry.
