THE SPECTRAL SHIFT FUNCTION OF A COMPACTLY SUPPORTED POTENTIAL AND WEGNER ESTIMATES
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- Type
- article
- Published
- 2004-01-01
- Cited by
- 1
- References
- 30
- OpenAlex
- https://openalex.org/W159625034
- Semantic Scholar
- https://api.semanticscholar.org/CorpusID:17900558
Keywords
Mathematics, Bounded function, Operator (biology), Function (biology), Schrödinger's cat
References
- On the Spectrum of the Schrödinger Operator with Periodic Surface Potential
- Trace ideals and their applications
- Monotonicity and Concavity Properties of The Spectral Shift Function
- Wegner Estimate and the Density of States of Some Indefinite Alloy-Type Schrödinger Operators
- A characterization of the Anderson metal-insulator transport transition
- CONCAVITY PROPERTIES OF KREIN’S SPECTRAL SHIFT FUNCTION
- Spectral Shift Function for Trapping Energies¶in the Semiclassical Limit
- A Remark on the Dirichlet–Neumann Decoupling and the Integrated Density of States
- SPECTRAL SHIFT FUNCTION OF THE SCHRÖDINGER OPERATOR IN THE LARGE COUPLING CONSTANT LIMIT. II. POSITIVE PERTURBATIONS
- An optimalLp-bound on the Krein spectral shift function
- Estimates for the spectral shift function of the polyharmonic operator
- Wegner estimates and Anderson localization for alloy-type potentials
- The Integrated Density of States for Some Random Operators with Nonsign Definite Potentials
- Localization for Some Continuous, Random Hamiltonians in d-Dimensions
- Spectral Shift Function of the Schrödinger Operator in the Large Coupling Constant Limit
- Concavity of Eigenvalue Sums and the Spectral Shift Function
- Spectral Shift Function in the Large Coupling Constant Limit
- Wegner estimate for sparse and other generalized alloy type potentials
- Maximum Properties and Inequalities for the Eigenvalues of Completely Continuous Operators.
- Localization in general one-dimensional random systems
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