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Weyl solutions and j-selfadjointness for Dirac operators to the existence of a unique Weyl function for the expression (0.1). The main results are proven by means of a
EXTREMAL COCYCLES OF WEYL GROUPSEXTREMAL COCYCLES OF WEYL GROUPS
Generalized boundary triples, I. Some classes of isometric and unitary boundary pairs and realization problems for subclasses of Nevanlinna functions are introduced and corresponding Weyl functions (Formula presented.) are investigated. The most important ones
Invariant Schrödinger Operators with Point Interactions at the Vertices of a Regular PolyhedronWeyl function
Scattering matrices and Dirichlet-to-Neumann maps self-adjoint operators in terms of an abstract operator valued Titchmarsh–Weyl m-function is proved
Generalized boundary triples, II. Some applications of generalized boundary triples and form domain invariant Nevanlinna functions triples, the corresponding Weyl functions, and applications of this technique to ordinary and partial
About the algebras generated by basic operators of mathematical analysis X, D and I), and I (the integration operator) defined on a certain space of functions L. Weyl and Cauchy
Regularization and Inverse Spectral Problems for Differential Operators with Distribution CoefficientsIn this paper, we consider a class of matrix functions that contains regularization matrices
Инвариантные операторы Шрёдингера с точечными взаимодействиями в вершинах правильного многогранникаWeyl function
On families of wigner functions for n-level quantum systems distributions providing the Stratonovic-h-Weyl correspondence for an arbitrary N-level quantum system
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