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Includes bibliographical references.
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9789814415095_vol1; PREFACE; References; CONTENTS; Chapter I DISCOVERY OF SPACE-TIME GLOBAL SUPERSYMMETRY; References; References; EXTENSION OP THE ALGEBRA OP POINCARE GROUP GENERATORS AND VIOLATION OF P INVARIANCE; IS THE NEUTRINO A GOLDSTONE PARTICLE?; References; SUPERGAUGE TRANSFORMATIONS IN FOUR DIMENSIONS; 1. Introduction; 2. Conditions on the parameters; 3. Supergauge transformations; 4. Two Lagrangian examples; 5. Algebraic structure; Appendix; References; Phenomenology of Goldstone Neutrinos*; Chapter II SUPERMULTIPLETS AND SUPERFIELDS; Chapter II SUPERMULTIPLETS AND SUPERFIELDS.
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5. An almost realistic exampleReferences; SUPER-SYMMETRY AND NON-ABELIAN GAUGES; References; Combined supersymmetric and gauge-invariant field theories*; I. INTRODUCTION; II. CONSTRUCTION OF GAUGE-INVARIANTSUPERSYMMETRIC LAGRANGIANS; III. WARD-TAKAHASHI IDENTITIES; IV. CLOSURE OF THE COVARIANT SUPERSYMMETRY ALGEBRA; ACKNOWLEDGMENTS; APPENDIX; TRANSFORMATION PROPERTIES OF THE SUPERCURRENT; 1. Introduction; 2. The improved and the modified spinor current; 3. Restricted supersymmetry transformations; 4. General supersymmetry transformations; Appendix A; Appendix B; References.
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5. Complete algebraic structureAppendix; References; Chapter III SUPERSYMMETRIC LAGRANGIANS AND CURRENTS; References; A LAGRANGIAN MODEL INVARIANT UNDER SUPERGAUGE TRANSFORMATIONS; References; SUPERGAUGE INVARIANT EXTENSION OF QUANTUM ELECTRODYNAMICS; 1. Introduction; 2. Combination laws for multiplets; 3. Construction of the Lagrangian; 4. Special gauge; 5. A first look at renormalization; Note added in proof; References; SUPERGAUGE INVARIANT YANG-MILLS THEORIES; 1. Introduction; 2. Vector and scalar multiplets; 3. Lagrangian for the vector multiplet; 4. Interaction with scalar multiplets.
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SUPERGAUGE INVARIANT EXTENSION OF THE HIGGS MECHANISM AND A MODEL FOR THE ELECTRON AND ITS NEUTRINO1. Introduction; 2. A gauge theory of weak and electromagnetic interactions with spontaneous parity-breaking; 2.1. Lagrangian density and symmetry-breaking; 2.2. Consequences; 3. Connection with supergauge invariant extensions of quantum electrodynamics; 3.1. Supergauge invariant extension of quantum electrodynamics; 3.2. Q invariance and superfields; 4. A first attempt for an SU(2) X U(l) supergauge model.
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SUPER-GAUGE TRANSFORMATIONSReferences; SUPERGAUGE MULTIPLETS AND SUPERFIELDS; References; UNITARY REPRESENTATIONS OF SUPER-GAUGE SYMMETRIES; Note added in proof; References; ALL POSSIBLE GENERATORS OF SUPERSYMMETRIES OF THE S-MATRIX; 1. Introduction; 2. Assumptions and basic facts; 3. Classification of translation invariant Fermi type generators; 4. Symmetry generators which do not commute with Pm; 4.1. Bose symmetries of degree 1; 4.2. Bose symmetries of degree 2; 4.3. Bose symmetries of degree N>2; 4.4. Fermi charges of degree 1; 4.5. Fermi charges of higher degree.
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These volumes, a collection of a series of articles with commentary notes by the editor, describe supersymmetric theories for particle interactions from the earliest developments to the latest advancements. The book, divided into two volumes, will mainly.