Operator Methods in Ordinary and Partial Differential Equations: S. Kovalevsky Symposium, University of Stockholm, June 2000Springer Science & Business Media, 2002 - 422 pàgines I. Sonja Kovalevsky.- Curriculum Vitae.- Scientific publications.- Sophie Kovalevsky.- Sonja Kovalevsky: Her life and professorship at Stockholm.- Rigid bodies and the Bordin Prize.- The limitations of the Cauchy-Kovalevsky theorem.- II. Research papers.- On integrability of many-body problems with point interactions.- Generalized point models in boundary contact value problems of hydroelasticity.- Some spectral properties of the Heun differential equation.- On the approximation of the solution of the Schrodinger equation by superpositions of stationary solutions.- Lyapunov exponents in continuum Bernoulli-Anderson models.- Families of spectral measures with mixed types.- Singular point-like perturbations of the Laguerre operator in a Pontryagin space.- Realizations of Herglotz-Nevanlinna functions via F-systems.- Integral equations of relativistic bound state theory and Sturm-Liouville problem.- The non-relativistic scattering problem for a superposition of ä-potentials.- On the periodic magnetic Schrodinger operator in Rd. Eigenvalues and model functions.- The Laplace operator, null set perturbations and boundary conditions.- Ergodicity in the p-adic framework.- On the resolvent estimates for the generators of strongly continuous groups in the Hilbert spaces.- Supersymmetry of the Sturm-Liouville and Korteveg-de Vries operators.- Resonance triadic quantum switch.- The Hamilton operator and quantum vacuum for nonconformal scalar fields in the homogeneous and isotropic space.- Boundary conditions for singular perturbations of self-adjoint operators.- Asymptotical and topological constructions in hydrodynamics.- Spectral aspects of a class of differential operators.- Spectral properties of Jacobi matrices with rapidly growing power-like weights.- Kovalevskaya's dynamics and Schrodinger equations of Henn class.- Effective quantum number for centrally symmetric potentials.- List of participants.- List of lecture titles. |
Continguts
VI | 5 |
VII | 9 |
VIII | 51 |
IX | 57 |
X | 61 |
XI | 63 |
XII | 71 |
XIII | 81 |
XXIV | 223 |
XXV | 233 |
XXVI | 241 |
XXVII | 255 |
XXVIII | 275 |
XXIX | 311 |
XXX | 321 |
XXXI | 335 |
XIV | 105 |
XVI | 113 |
XVIII | 121 |
XIX | 131 |
XX | 173 |
XXI | 189 |
XXII | 197 |
XXIII | 209 |
XXXII | 349 |
XXXIII | 375 |
XXXIV | 383 |
XXXV | 391 |
XXXVII | 399 |
XXXVIII | 407 |
Altres edicions - Mostra-ho tot
Operator Methods in Ordinary and Partial Differential Equations: S ... Sergio Albeverio,Nils Elander,W. Nirrie Everitt,Pavel Kurasov Previsualització limitada - 2012 |
Operator Methods in Ordinary and Partial Differential Equations: S ... Sergio Albeverio,Nils Elander,W. Nirrie Everitt,Pavel Kurasov Previsualització no disponible - 2012 |
Operator Methods in Ordinary and Partial Differential Equations Sergio Albeverio,Nils Elander,W. Nirrie Everitt Previsualització no disponible - 2002 |
Frases i termes més freqüents
2002 Birkhäuser Verlag absolutely continuous adjoint Advances and Applications Albeverio algebra asymptotic Birkhäuser Verlag Basel/Switzerland boundary conditions bounded coefficients compact complex consider construction corresponding defined denote described differential equation differential operators Dirichlet domain eigenfunctions eigenvalues eigenvectors Euler finite formula given Gösta Gösta Mittag-Leffler Hamiltonian Hence Heun's equation Hilbert space integral invertible ISBN Laguerre Lemma Lie superalgebra Math mathematician mathematics matrix Mittag-Leffler obtain one-dimensional Operator Theory orthogonal p-adic Phys polynomial Pontryagin space proof Qa(z quantum representation resonance Russian satisfy scalar scattering Schrödinger equation Schrödinger operator Section self-adjoint extension self-adjoint operator singular perturbation solution Sonja Kovalevsky space H spectrum Stockholm University Sturm-Liouville operators subspace superalgebras Sweden symmetric operator Theorem value problem vector field Vladimir wave function Weierstraß zero zero-range potential
Passatges populars
Pàgina ii - HG Kaper (Argonne) ST. Kuroda (Tokyo) P. Lancaster (Calgary) LE Lerer (Haifa) B. Mityagin (Columbus) VV Peller (Manhattan, Kansas) JD Pincus (Stony Brook) M. Rosenblum (Charlottesville) J. Rovnyak (Charlottesville) DE Sarason (Berkeley) H. Upmeier (Marburg) SM Verduyn Lunel (Amsterdam) D.
Pàgina ii - PA Fuhrmann (Beer Sheva) S. Goldberg (College Park) B. Gramsch (Mainz) G. Heinig (Chemnitz) JA Helton (La Jolla) MA Kaashoek (Amsterdam) HG Kaper (Argonne) ST. Kuroda (Tokyo) P. Lancaster (Calgary) LE Lerer (Haifa) B.