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Online Ressourcen
Link zu diesem Datensatz https://d-nb.info/1339161214
Titel Analysis without Borders : Dedicated to Ilya Spitkovsky on Occasion of his 70th Anniversary / edited by Sergei Rogosin
Person(en) Rogosin, Sergei V. (Herausgeber)
Organisation(en) SpringerLink (Online service) (Sonstige)
Ausgabe 1st ed. 2024
Verlag Cham : Springer Nature Switzerland, Imprint: Birkhäuser
Zeitliche Einordnung Erscheinungsdatum: 2024
Umfang/Format Online-Ressource, XX, 243 p. 25 illus., 21 illus. in color. : online resource.
Andere Ausgabe(n) Printed edition:: ISBN: 978-3-031-59396-3
Printed edition:: ISBN: 978-3-031-59398-7
Printed edition:: ISBN: 978-3-031-59399-4
Inhalt - Ilya Spitkovsky 70 -- Ilya Spitkovsky’s pioneering work on massive local spectra of Toeplitz operators -- The Reciprocal Schur Inequality -- On Iterative Procedure for a Vectorial Wiener-Hopf Problem with Oscillating Terms -- A direct proof of an inversion formula for Bezoutians -- A Numerical Algorithm for Matrix Spectral Factorization on the Real Line -- On topological aspects of numerical range -- On dilations of Fourier multipliers on weighted Lebesgue spaces -- On the Algebras of Wiener-Hopf Operators with Continuous Symbols Acting on Some Banach Function Spaces -- Algebras of Convolution Type Operators with Piecewise Quasicontinuous and Piecewise Slowly Oscillating Data onWeighted Lebesgue Spaces -- On solution to Riemann problem in logarithmic cases -- Operator Projective Line and Its Transformations -- Fredholm Determinants, Continued Fractions, Jost and Evans Functions for a Jacobi Matrix Associated with the 2D-Euler Equations -- Factorization of Partly Rational Matrix-Functions and its Application to the Solution of R-linear Conjugation Problem
Persistent Identifier URN: urn:nbn:de:101:1-2408160750075.596249381346
DOI: 10.1007/978-3-031-59397-0
URL https://doi.org/10.1007/978-3-031-59397-0
ISBN/Einband/Preis 978-3-031-59397-0
Sprache(n) Englisch (eng)
Beziehungen Operator Theory: Advances and Applications ; 297
DDC-Notation 515.7 (maschinell ermittelte DDC-Kurznotation)
Sachgruppe(n) 510 Mathematik

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