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Theory and Applications of Volterra Operators in Hilbert Space

Functional Analysis

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Description

Explore the fundamental principles of abstract Volterra operators with this specialized mathematical monograph. An abstract Volterra operator is defined as a compact operator in a Hilbert space where the spectrum consists of a single point at lambda=0. This text provides a deep look into a theory that has been significantly developed by the authors and their collaborators, forming a major part of the general theory of non-self-adjoint operators in Hilbert spaces. Designed for mathematicians, this book covers the main ideas and results essential for understanding this field. It serves as a vital resource for those studying functional analysis and its various applications. Analysts and specialists will find the content particularly useful for their research and professional development in mathematical analysis. Whether you are a researcher or a student of advanced mathematics, this monograph offers a clear discussion of complex operator theory.

Key Features

Covers the theory of abstract Volterra operators as a key part of non-self-adjoint operator theory in Hilbert spaces.

Provides a detailed discussion of the main ideas and results surrounding compact operators with a single-point spectrum.

Written specifically for mathematicians interested in the practical and theoretical applications of functional analysis.

Serves as a valuable resource for analysts and specialists working in advanced mathematical research.

Part of the Translations of Mathematical Monographs series from the American Mathematical Society.

Product Specifications

Format: paperback
ASIN: 0821836277
Category: Books > Subjects > Science, Nature & Maths > Mathematics > Mathematical Analysis > Functional Analysis
Domain: Amazon UK
Release Date: 30 March 2006
Listed Since: 10 December 2006

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Theory and Applications of Volterra Operators in Hilbert Space

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