Introduction to Elementary Particle Theory

Content: 
Front Matter, Page iii
Copyright, Page iv
PREFACE, Pages ix-x
AUTHOR'S PREFACE TO THE ENGLISH EDITION, Page xi
TRANSLATOR'S PREFACE, Page xii
NOMENCLATURE, Pages xiii-xiv
CHAPTER 1 - ELEMENTS OF RELATIVISTIC QUANTUM THEORY, Pages 3-23
CHAPTER 2 - FOUNDATIONS OF PHENOMENOLOGICAL DESCRIPTION, Pages 24-37
CHAPTER 3 - THE LORENTZ GROUP AND THE GROUP SL(2, c), Pages 41-59
CHAPTER 4 - THE QUANTUM MECHANICAL POINCARÉ GROUP, Pages 60-89
CHAPTER 5 - WAVE FUNCTIONS AND EQUATIONS OF MOTION FOR PARTICLES WITH ARBITRARY SPIN, Pages 90-117
CHAPTER 6 - REFLECTIONS, Pages 118-145
CHAPTER 7 - THE SCATTERING MATRIX. KINEMATICS, Pages 146-171
CHAPTER 8 - ISOSPIN SYMMETRY, Pages 175-189
CHAPTER 9 - THE GROUP SU3, Pages 190-203
CHAPTER 10 - SU3 SYMMETRY AND THE CLASSIFICATION OF PARTICLES AND RESONANCES, Pages 204-225
CHAPTER 11 - THE S-MATRIX, CURRENTS, AND CROSSING SYMMETRY, Pages 229-246
CHAPTER 12 - ANALYTIC PROPERTIES OF THE SCATTERING AMPLITUDE, Pages 247-276
CHAPTER 13 - ASYMPTOTIC BEHAVIOR OF THE SCATTERING AMPLITUDE AT HIGH ENERGIES. REGGE POLES, Pages 277-309
CHAPTER 14 - DUALITY AND THE VENEZIANO MODEL, Pages 310-327
CHAPTER 15 - ELECTROMAGNETIC AND WEAK CURRENTS. CURRENT ALGEBRA, Pages 328-358
APPENDIX, Pages 359-364,364a,365-373
REFERENCES, Pages 375-380
INDEX, Pages 381-384
OTHER TITLES IN THE SERIES IN NATURAL PHILOSOPHY, Pages 385-386