# Spectral Theory and Mathematical Physics

Quasiclassical description of the geometric structure of the spectrum for almost Mathieu equation. Babich Aleksei P. Kiselev Mikhail A. Lyalinov Sergei N. Naboko Boris A. Plamenevskii Grigori V. Rozenblum Oleg V. Sarafanov Natalia V. Smorodina Tatyana A. Suslina Alexander A.

Fedotov Dmitri R. Yafaev Associate professors Andrey V. Badanin Aleksandr M. Budylin Liudmila A. Dmitrieva Aleksei V.

Ivanov Sergey B. Levin Maria V. Perel Roman V. Romanov Vladimir A. Slousch Vladimir V. Sukhanov Mikhail M.

## Home | Problems in mathematical physics and spectral theory

Faddeev Georgii V. Filippenko Assistant Professors Aleksei A. Bagaev Natalia G.

Gelfreikh Aleksandr S. Poretskii Assistants Nikita N. Senik Researchers Alexander R. Russian Dokl. Nauk SSSR , — Near-similarity of operators and the spectral asymptotic behavior of pseudodifferential operators on the circle. Russian Trudy Moskov. Russian Boundary value problems of mathematical physics and related questions in the theory of functions, Spectral theory of differential operators.

Russian Current problems in mathematics. Fundamental directions, Vol. Global Anal. Domination of semigroups and estimates for eigenvalues. Russian Algebra i Analiz 12 , no. Partial Differential Equations 28 , no. Regularisation of secondary characteristic classes and unusual index formulas for operator-valued symbols.

- Spectral Theory and its Applications | Isaac Newton Institute for Mathematical Sciences;
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Nonlinear hyperbolic equations, spectral theory, and wavelet transformations, —, Oper. Theory Adv. Partial Differ. Russian Algebra i Analiz 16 , no. Stationary partial differential equations.

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II, —, Handb. Infiniteness of zero modes for the Pauli operator with singular magnetic field. On the spectral properties of the perturbed Landau Hamiltonian. Partial Differential Equations 33 , no. Discrete spectrum distribution of the Landau operator perturbed by an expanding electric potential. Spectral theory of differential operators, —, Amer. On lower eigenvalue bounds for Toeplitz operators with radial symbols in Bergman spaces. Theory 1 , no. Toeplitz operators defined by sesquilinear forms: Fock space case.

## RTG 2491 - Fourier Analysis and Spectral Theory

Toeplitz operators in the Herglotz space. Integral Equations Operator Theory 86 , no. Eigenvalue asymptotics for the Sturm-Liouville operator with potential having a strong local negative singularity. Opuscula Math. Eigenvalue asymptotics for potential type operators on Lipschitz surfaces of codimension greater than 1.

I have a research position at the Chebyshev Laboratory. Advisor: Prof. Fedotov Research interests spectral theory of almost periodic Schrodinger operators; asymptotic analysis; analytic theory of difference equations on the complex plane; spectral theory of ergodic Schrodinger operators. Publications A. Fedotov, E. Monodromy matrices for Harper equation. Link Either by signing into your account or linking your membership details before your order is placed. Description Table of Contents Product Details Click on the cover image above to read some pages of this book! In Stock. Sinusoids Theory and Technological Applications.

Mathematical Inequalities A Perspective. Complex Dynamics Families and Friends.

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Analytic Functions Dover Books on Mathematics. Abstract Volterra Integro-Differential Equations. Transcendental Representations with Applications to Solids and Fluids. Real and Complex Analysis.

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Generation of Multivariate Hermite Interpolating Polynomials. Random Probability Measures on Polish Spaces. View Wishlist.