The results gathered here on simple Lie algebras have been selected with attention to the
needs of unified model builders who study Yang-Mills theories based on simple, local …

Grand unified theories, in which the strong and electroweak interactions are embedded into
an underlying theory with a single gauge coupling constant, are reviewed. A detailed …

This book, an abridgment of Volumes I and II of the highly respected Group Theory in
Physics, presents a carefully constructed introduction to group theory and its applications in …

This chapter presents the Clebsch–Gordan (CG) coefficients of SU (3) for the products of the
most important irreducible representations. Special care is taken to define properly all the …

It has been pointed out that among the multitude of resonances which have been discovered
recently, can be arranged as a decuplet with one member still missing. The particle …

If classical Lie groups preserve bilinear vector norms, what Lie groups preserve trilinear,
quadrilinear, and higher order invariants? Answering this question from a fresh and original …

A projection operator is defined in terms of coset representatives and “coset harmonics.”
This operator is then used to construct fully symmetrized states describing N identical two …

Group theory for Feynman diagrams in non-Abelian gauge theories Page 1 PHYSICAL
REVIEW 0 VOLUME 14, NUMBER 6 15 SEPTEMBER 1976 Group theory for Feynman …

Unitary Symmetry and Elementary Particles, Second Edition presents the role of symmetry in
the study of the physics of the elementary particles. This book discusses the nature and …

A general yet simple and hence practical algorithm for calculating SV,:: l SV2 XV, Wigner
coefficients is formulated. The resolution of the outer multiplicity follows the prescription …