Operator Theory Functional Analysis and Applications

This book PDF is perfect for those who love Mathematics genre, written by M. Amélia Bastos and published by Springer Nature which was released on 31 March 2021 with total hardcover pages 654. You could read this book directly on your devices with pdf, epub and kindle format, check detail and related Operator Theory Functional Analysis and Applications books below.

Operator Theory  Functional Analysis and Applications
Author : M. Amélia Bastos
File Size : 40,6 Mb
Publisher : Springer Nature
Language : English
Release Date : 31 March 2021
ISBN : 9783030519452
Pages : 654 pages
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Operator Theory Functional Analysis and Applications by M. Amélia Bastos Book PDF Summary

This book presents 30 articles on the topic areas discussed at the 30th “International Workshop on Operator Theory and its Applications”, held in Lisbon in July 2019. The contributions include both expository essays and original research papers reflecting recent advances in the traditional IWOTA areas and emerging adjacent fields, as well as the applications of Operator Theory and Functional Analysis. The topics range from C*–algebras and Banach *–algebras, Sturm-Liouville theory, integrable systems, dilation theory, frame theory, Toeplitz, Hankel, and singular integral operators, to questions from lattice, group and matrix theories, complex analysis, harmonic analysis, and function spaces. Given its scope, the book is chiefly intended for researchers and graduate students in the areas of Operator Theory, Functional Analysis, their applications and adjacent fields.

Operator Theory  Functional Analysis and Applications

This book presents 30 articles on the topic areas discussed at the 30th “International Workshop on Operator Theory and its Applications”, held in Lisbon in July 2019. The contributions include both expository essays and original research papers reflecting recent advances in the traditional IWOTA areas and emerging adjacent fields, as well as

Get Book
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rii application of linear operators on a Hilbert space. We begin with a chapter on the geometry of Hilbert space and then proceed to the spectral theory of compact self adjoint operators; operational calculus is next presented as a nat ural outgrowth of the spectral theory. The second part of

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