Functional Analysis and Operator Theory for Quantum Physics: The Pavner Exner Anniversary Volume (Ems Series of Congress Reports) by Jaroslav Dittrich (PDF)

Description

This volume is dedicated to Pavel Exner on the occasion of his 70th anniversary. It collects contributions by numerous scientists with expertise in mathematical physics, and, in particular, in problems arising from quantum mechanics. The questions addressed in the contributions cover a wide range of topics. A lot of attention is paid to differential operators with zero range interactions, which are often used as models in quantum mechanics. Several authors consider problems related to systems with mixed-dimensions such as quantum waveguides, quantum layers and quantum graphs. Eigenvalues and eigenfunctions of Laplace and Schrödinger operators are discussed too, as well as systems with adiabatic time evolution. Although most of the problems treated in the book have a quantum mechanical background, some contributions deal with issues which go well beyond this framework: for example, the Cayley Hamilton theorem, approximation formulae for contraction semigroups or factorization of analytic operator-valued Fredholm functions. As for the mathematical tools involved, the book provides a wide variety of techniques from functional analysis and operator theory. Altogether, the volume presents a collection of research papers which will be of interest to any active scientist working in one of the above mentioned fields.

User’s Reviews

Editorial Reviews: About the Author Edited by Jaroslav Dittrich: Czech Academy of Sciences, Rez-Prague, Czech Republic, Hynek Kova ík: Università degli Studi di Brescia, Italy, Ari Laptev: Imperial College London, , United Kingdom

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