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Springer - A Short Course on Spectral Theory (GTM 209)

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Description

Master the fundamental tools of modern analysis with this specialized text from the Graduate Texts in Mathematics series. This book focuses on the core problem of operator theory: calculating the spectra of specific operators on infinite-dimensional spaces, with a particular emphasis on operators on Hilbert spaces. By building a strong foundation in these diverse mathematical tools, readers prepare themselves for advanced research. This text provides the necessary groundwork for exploring complex topics such as the mathematical foundations of quantum physics, noncommutative K-theory, and the classification of simple C-algebras. It is an essential resource for students and researchers looking to move beyond basic spectral computation into high-level mathematical research and application.

Key Features

Focuses on the fundamental problem of operator theory by teaching how to calculate spectra of specific operators on infinite-dimensional spaces.

Provides specialized instruction on operators within Hilbert spaces to build a strong mathematical foundation.

Prepares readers for advanced research areas including the mathematical foundations of quantum physics.

Serves as a gateway to studying noncommutative K-theory and the classification of simple C-algebras.

Part of the prestigious Graduate Texts in Mathematics series (Volume 209) from Springer.

Product Specifications

Format
hardcover
Domain
Amazon UK
Release Date
09 November 2001
Listed Since
08 February 2007

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No barcode data available

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