Particle Physics and the Schrdinger Equation by Harald Gross... - 9780521017787
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Product Description
Particle Physics and the Schrdinger EquationAuthor(s): Harald Grosse, Andri Martin
Format: Paperback
Publisher: Cambridge University Press, United Kingdom
Imprint: Cambridge University Press
ISBN-13: 9780521017787, 978-0521017787
Synopsis
This monograph introduces modern developments on the bound state problem in Schrdinger potential theory and its applications in particle physics. The Schrdinger equation provides a framework for dealing with energy levels of N-body systems. It was a cornerstone of the quantum revolution in physics of the twenties but re-emerged in the eighties as a powerful tool in the study of spectra and decay properties of mesons and baryons. This book begins with a detailed study of two-body problems, including discussion of general properties, level ordering problems, energy level spacing and decay properties. Following chapters treat relativistic generalisations, and the inverse problem. Finally, 3-body problems and N-body problems are dealt with. Applic.
Particle Physics and the Schrdinger Equation by Harald Gross... - 9780521017787
Particle Physics and the Schrdinger EquationAuthor(s): Harald Grosse, Andri Martin
Format: Paperback
Publisher: Cambridge University Press, United Kingdom
Imprint: Cambridge University Press
ISBN-13: 9780521017787, 978-0521017787
Synopsis
This monograph introduces modern developments on the bound state problem in Schrdinger potential theory and its applications in particle physics. The Schrdinger equation provides a framework for dealing with energy levels of N-body systems. It was a cornerstone of the quantum revolution in physics of the twenties but re-emerged in the eighties as a powerful tool in the study of spectra and decay properties of mesons and baryons. This book begins with a detailed study of two-body problems, including discussion of general properties, level ordering problems, energy level spacing and decay properties. Following chapters treat relativistic generalisations, and the inverse problem. Finally, 3-body problems and N-body problems are dealt with. Applic.
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