Titlebook: Operator Theory, Analysis and Mathematical Physics; Jan Janas,Pavel Kurasov,Günter Stolz Conference proceedings 2007 Birkh?user Basel 2007

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書目名稱Operator Theory, Analysis and Mathematical Physics被引頻次




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極微小

Dirichlet-to-Neumann Techniques for the Plasma-waves in a Slot-diod,he slot. The reduction is based on a formula for the Poisson map for the exterior Laplace Dirichlet problem on the complement of a few standard bodies in terms of the Poisson maps on the complement of each standard body.

hurricane

連鎖,連串

hypnogram

An Example of Spectral Phase Transition Phenomenon in a Class of Jacobi Matrices with Periodically being pure point. The proof is based on finding asymptotics of generalized eigenvectors via the Birkhoff-Adams Theorem. We also consider the degenerate case, which constitutes yet another example of the spectral phase transition.

habile

Functional Model of a Class of Non-selfadjoint Extensions of Symmetric Operators,del for a non-selfadjoint non-dissipative extension is formulated. We illustrate the theory by two examples: singular perturbations of the Laplace operator in . .(?.) by a finite number of point interactions, and the Schr?dinger operator on the half-axis (0, ∞) in the Weyl limit circle case at infinity.

Conflict

古老

On Connection Between Factorizations of Weighted Schur Functions and Invariant Subspaces,t subspaces of the main operator of a conservative system and factorizations of the corresponding Schur class function (characteristic function) is well known. We extend this connection to weighted Schur classes. With this aim we develop new notions and constructions and make suitable changes in standard theory.

SAGE

Conference proceedings 2007s to present interesting ramifications of operator methods in current research of mathematical physics. The main topics?are functional models of non-selfadjoint operators, spectral properties of Dirac and Jacobi matrices, Dirichlet-to-Neumann techniques, Lyapunov exponents methods, and inverse spectral problems for quantum graphs...?.

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