Operator calculus and spectral theory : Symposium on Operator Calculus and Spectral Theory, Lambrecht, Germany, December 1991 / edited by M. Demuth, B. Gramsch, B.-W. Schulze.
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Full Text (via Springer) |
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| Format: | Conference Proceeding eBook |
| Language: | English |
| Published: |
Basel ; Boston :
Birkhäuser Verlag,
1992.
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| Series: | Operator theory, advances and applications ;
v. 57. |
| Subjects: |
Table of Contents:
- Heat equation asymptotics of a generalized Ahlfors Laplacian on a manifold with boundary
- Recurrent versus diffusive quantum behavior for time-dependent Hamiltonians
- Perturbations of spectral measures for Feller operators
- A global approach to the location of quantum resonances
- On estimates for the eigen-values in some elliptic problems
- Quantum scattering with long-range magnetic fields
- Spectral invariance and submultiplicativity for Fréchet algebras with applications to pseudo-differential operators and?* -quantization
- Décroissance exponentielle des fonctions propres pour l'opérateur de Kac: le cas de la dimension> 1
- Second order perturbations of divergence type operators with a spectral gap
- On the Weyl quantized relativistic Hamiltonian
- Spectral asymptotics for the family of commuting operators
- Pseudo differential operators with negative definite functions as symbol: Applications in probability theory and mathematical physics
- One-dimensional Schrödinger operators with high potential barriers
- General boundary value problems in regions with corners
- Some results for nonlinear equations in cylindrical domains
- Global representation of Langrangian distributions
- Stable asymptotics of the solution to the Dirichlet problem for elliptic equations of second order in domains with angular points or edges
- Maslov operator calculus and non-commutative analysis
- Relative time delay and trace formula for long range perturbations of Laplace operators
- Functional calculus and Fredholm criteria for boundary value problems on noncompact manifolds
- The variable discrete asymptotics of solutions of singular boundary value problems
- Schrödinger operators with arbitrary non-negative potentials
- Abel summability of the series of eigen- and associated functions of the integral and differential operators
- The relativistic oscillator
- On the ratio of odd and even spectral counting functions
- A trace class property of singularly perturbed generalized Schrödinger semi-groups
- Radiation conditions and scattering theory for N-particle Hamiltonians (main ideas of the approach)