Strong and weak interactions : present problems ; 1966 International School of Physics 'Ettore Majorana, ' a Cern-Mpi-Nato Advanced Study Institute, Erice, June 19-July 4 /

Strong and Weak Interactions: Present Problems focuses on the reactions, transformations, and processes involved in strong and weak interaction, including baryonic, mesonic, and strange and non-strange resonances. The selection first offers information on unitary symmetry and hadron and lepton inter...

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Bibliographic Details
Call Number:Libro Electrónico
Corporate Author: International School of Physics "Ettore Majorana" Erice, Italy
Other Authors: Zichichi, Antonino (Editor)
Format: Electronic Conference Proceeding eBook
Language:Inglés
Published: New York : Academic Press, 1966.
Subjects:
Nuclear reactions > Congresses.
Strong interactions (Nuclear physics) > Congresses.
R�eactions nucl�eaires > Congr�es.
Interactions fortes (Physique nucl�eaire) > Congr�es.
SCIENCE > Physics > Quantum Theory.
Nuclear reactions
Strong interactions (Nuclear physics)
Congress
proceedings (reports)
Conference papers and proceedings
Conference papers and proceedings.
Actes de congr�es.
Online Access:Texto completo
Table of Contents:
  • Front Cover; Strong and Weak Interactions: Present Problems; Coppyright Page; FOREWORD; Table of Contents; OPENING CEREMONY; Discorso Inaugurale; Ettore Majorana, Man and Scientist Commemoration Speech; PART I: LECTURES; CHAPTER 1. AN INTRODUCTION TO UNITARY SYMMETRY; I. The search for higher symmetries; II. SU(3) and its representations; III. Applications; IV. Ideas of octet enhancement; Bibliography; CHAPTER 2. HADRON AND LEPTON INTERNAL SYMMETRIES; I. Introduction; II. Internal symmetry for leptons; III. Algebra of the hadron vector current; IV. Leptons and hadrons; References.
  • CHAPTER 3. CURRENT ALGEBRA AND WEAK INTERACTIONSI. Introduction; II. Outline of weak interaction theory; III. A zero energy theorem; IV. Applications to leptonic decays of the K mesons; V. Non-Ieptonic decays of the K mesons; References; CHAPTER 4. CURRENT ALGEBRA; I. Algebra of currents
  • background; II. The frame P = [infinity]; III. Experimental tests; IV. Going beyond SU(3) (x) SU(3) ; V. Trying to represent the local U(3) (x) U(3) algebra; References; CHAPTER 5. RELATIVISTIC QUARK MODEL AS REPRESENTATION OF CURRENT ALGEBRA; I. Current algebra at infinite momentum.

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