Advances in Nuclear Physics Volume 22

Advances in Nuclear Physics Volume 22 by J.W. Negele is a scholarly work published by Springer US on March 22, 2013. This softcover reprint of the original 1st edition from 2002 spans 271 pages and is presented in English. The volume features five pedagogical articles that explore significant developments in contemporary nuclear physics, covering topics from the physics of a single nucleon to nucleosynthesis in the Big Bang.
Readers will find carefully edited and expanded manuscripts based on lectures delivered at the VI J. A. Swieca Summer School in Brazil. The first article, authored by Dan Olof Riska, introduces realistic chiral symmetric models of the nucleon, discussing the challenges of nonperturbative QCD and the importance of chiral symmetry in this context. The volume addresses various aspects of nuclear physics, making it relevant for those interested in science, physics, and mathematical and computational approaches within the field.
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This volume presents five pedagogical articles spanning frontier developments in contemporary nuclear physics ranging from the physics of a single nucleon to nucleosynthesis in the Big Bang. Although the objectives of Advances in Nuclear Physics have been and will continue to be quite distinct from those of conventional conference proceedings, the articles in this volume are carefully edited and expanded manuscripts based on an outstanding series of lectures delivered at the VI J. A. Swieca Summer School in Brazil. Starting at the smallest scale, the first article by Dan Olof Riska addresses realistic chiral symmetric models of the nucleon. Since the analytic tools are not yet developed to solve nonperturbative QCD directly, significant effort has been devoted in recent years to the development of models which incorporate and are constrained by the approximate chiral symmetry manifested in QCD. This article provides a clear introduction to chiral symmetry and the Skyrme model, and discusses the Skyrme model’s relation to the chiral bag model, its extensions, and its application to nucleons and hyperons.
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