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Springer Applications of Random Matrices in Physics - 221

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Description

Explore the deep connections between mathematics and theoretical physics with this volume from the NATO Science Series II. Random matrix theory has been a fundamental tool in physics for nearly 70 years, tracing its roots back to the foundational work of Dyson and Wigner. This book examines how these mathematical methods continue to evolve and expand into new scientific territories. As a standard part of a theoretical physicist's knowledge, random matrix theory provides sophisticated tools for modern research. This text covers the development of these methods and their expanding role in contemporary science. Readers can learn about the calculation of universal correlations in mesoscopic systems and see how these theories are applied to disordered and quantum chaotic systems. Whether you are a researcher or a student of mathematical physics, this Springer publication offers a look at how these powerful methods are being used to solve complex problems in modern physics. This edition is a valuable resource for anyone studying the intersection of mathematics and physical systems.

Key Features

Comprehensive coverage of random matrix theory applications in physics starting from the foundational work of Dyson and Wigner.

Detailed exploration of mathematical methods used for calculating universal correlations in mesoscopic systems.

In-depth study of recent applications within the fields of disordered systems and quantum chaotic systems.

A valuable resource for theoretical physicists looking to expand their knowledge of evolving mathematical methods.

Part of the respected NATO Science Series II: Mathematics, Physics and Chemistry collection.

This is a used book provided in good condition for your academic or research needs.

Product Specifications

Format
hardcover
Domain
Amazon UK
Release Date
13 March 2006
Listed Since
12 January 2007

Barcode

No barcode data available

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