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Operator Algebras and Mathematical Physics: 24th International Workshop in Operator Theory and its Applications, Bangalore, December 2013 (Operator Theory: Advances and Applications Book 247)

معرفی کتاب «Operator Algebras and Mathematical Physics: 24th International Workshop in Operator Theory and its Applications, Bangalore, December 2013 (Operator Theory: Advances and Applications Book 247)» نوشتهٔ Tirthankar Bhattacharyya, Michael A. Dritschel (eds.)، منتشرشده توسط نشر Springer International Publishing : Imprint: Birkhäuser در سال 2015. این کتاب در فرمت pdf، زبان انگلیسی ارائه شده است.

This Volume Gathers Contributions From The International Workshop On Operator Theory And Its Applications (iwota) Held In Bangalore, India, In December 2013. All Articles Were Written By Experts And Cover A Broad Range Of Original Material At The Cutting Edge Of Operator Theory And Its Applications. Topics Include Multivariable Operator Theory, Operator Theory On Indefinite Metric Spaces (krein And Pontryagin Spaces) And Its Applications, Spectral Theory With Applications To Differential Operators, The Geometry Of Banach Spaces, Scattering And Time Varying Linear Systems, And Wavelets And Coherent States. Preface -- A. Chattopadhyay And K.b. Sinha: Trace Formulae In Operator Theory -- M. Basu And V.s. Sunder: Continuous Minimax Theorems -- D. Goswami And S. Joardar: Deformation By Dual Unitary Cocycles And Generalized Fixed Point Algebra For Quantum Group Actions -- M. Weigt And I. Zarakas: Unbounded Derivations Of Gb*-algebras -- S. Jhanjee And A. Pryde: Generalized Sunder Inequality -- M.t. Garayev: The Berezin Number, Norm Of A Hankel Operator And Related Topics -- M.n.n. Namboodiri, S. Pramod And A.k. Vijayarajan: Cebysev Subspaces Of C*-algebras – A Survey -- J.-p. Antoine: Coherent States And Wavelets, A Contemporary Panorama -- F. Balogh, N.m. Shah And S. Twareque Ali: On Some Families Of Complex Hermite Polynomials And Their Applications To Physics -- V. Lotoreichik And J. Rohleder: An Eigenvalue Inequality For Schrödinger Operators With δ- And δ’-interactions Supported On Hypersurfaces -- V. Kumar P. And M.s. Balasubramani: A Note On Submaximal Operator Space Structures -- Appendix. Edited By Tirthankar Bhattacharyya, Michael A. Dritschel. Front Matter....Pages i-vii Trace Formulae in Operator Theory....Pages 1-36 Continuous Minimax Theorems....Pages 37-56 Deformation by Dual Unitary Cocycles and Generalized Fixed Point Algebra for Quantum Group Actions....Pages 57-67 Unbounded Derivations of GB*-algebras....Pages 69-82 Generalized Sunder Inequality....Pages 83-86 The Berezin Number, Norm of a Hankel Operator and Related Topics....Pages 87-100 Čeby0šev Subspaces of C *-Algebras – a Survey....Pages 101-121 Coherent States and Wavelets, a Contemporary Panorama....Pages 123-156 On Some Families of Complex Hermite Polynomials and their Applications to Physics....Pages 157-171 An Eigenvalue Inequality for Schrödinger Operators with δ- and δ’-interactions Supported on Hypersurfaces....Pages 173-184 A Note on Submaximal Operator Space Structures....Pages 185-194 Back Matter....Pages 195-202
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