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Green's Functions and Ordered Exponentials

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Hardcover | 19 December 2002

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Hardcover
182 Pages

Dimensions(cm)
22.9 x 15.2 x 1.4

Hardcover

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This book presents a functional approach to the construction, use and approximation of Green's functions and their associated ordered exponentials. After a brief historical introduction, the author discusses new solutions to problems involving particle production in crossed laser fields and non-constant electric fields. Applications to problems in potential theory and quantum field theory are covered, along with approximations for the treatment of color fluctuations in high-energy QCD scattering, and a model for summing classes of eikonal graphs in high-energy scattering problems. The book also presents a variant of the Fradkin representation which suggests a new non-perturbative approximation scheme, and provides a qualitative measure of the error involved in each such approximation. Covering the basics as well as more advanced applications, this book is suitable for graduate students and researchers in a wide range of fields, including quantum field theory, fluid dynamics and applied mathematics.

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You Can Find This Book In

Non-Fiction Science Physics Mathematics Applied Mathematics Nonlinear Science Science in General Maths for Scientists

Preface
Introduction
Elementary functional methods
Schwinger-Fradkin methods
Lasers and crossed lasers
Special variants of the Fradkin representation
Quantum chaos and vectorial interactions
Infrared approximations
Models of high-energy, non-Abelian scattering
Unitary ordered exponentials
Table of Contents provided by Publisher. All Rights Reserved.

Green's Functions and Ordered Exponentials

At a Glance

Hardcover

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How to return your order

Defective items

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