Spectral theory


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Due to its very clear style and the careful organization of the material, this truly brilliant book may serve as an introduction into the field, yet it also provides an excellent source of information on specific topics in spectral theory for the working mathematician.

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Front Matter Pages i-x. Banach Algebras. Pages Essential Spectrum. Taylor Spectrum.

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Orbits and Capacity. Back Matter Pages About this book Introduction This book is dedicated to the spectral theory of linear operators on Banach spaces and of elements in Banach algebras. Spectral Theory and Applications Stockholm March conference in memory of Boris Pavlov March special session at th Nordic Congress of Mathematicians Department of Mathematics Stockholm University Congress Registration Accomodation Getting here Schedule Abstracts for conference Abstracts for special session List of participants Mathematical analysis, and operator theory in particular, form a solid background for studies of numerous problems appearing in modern physics and technology.


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Operator theory and analysis have grown together, and ideas and developments in one area often inspire and initiate important, and sometimes unexpected, developments in another. We intend to bring together pure mathematicians from these fields with mathematical physicists, interested in developing further the mathematical tools in analysis, especially spectral theory.

Main topics: 1.

Spectral Theory and Operator Algebras

Operators, including non-self-adjoint and in Krein spaces 2. Orthogonal polynomials, Jacobi and CMV matrices 3.

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