Published October 1981 | Version v1
Book

The family problem

Creators

  • 1. Washington Univ., Seattle (USA)

Description

The group theoretical approach to the family problem is discussed. Fermions are unified into an irreducible representation of a simple gauge. The orthogonal groups are automatically anomaly-free and admit spinorial representations. A spinor does not decompose into exact replicas as desired. The group theoretic structure is sufficiently suggestive as to warrant some serious efforts to somehow conceal the V + A fermions from view. The most obvious way is to introduce Higgs to give large masses to the unwanted V + A fermions. The idea of technicolor (TC) was introduced by Gell-Mann et al. The fundamental hypothesis of technicolor, that TC non-singlets are confined by techni-strong forces, was then invoked to conceal the V + A fermions. The technicolor scheme is explained in this paper. The group theory of orthogonal groups strongly suggests the natural incorporation of the observed repetitive family structure. (Kato, T.)

Additional details

Publishing Information

Publisher
Tokyo Univ., Inst. for Nuclear Study.
Imprint Place
Tokyo (Japan)
Imprint Title
Proceedings of 1981 INS symposium on quark and lepton physics
Imprint Pagination
371 p.
Journal Page Range
p. 224-232.

Conference

Title
1981 INS symposium on quark and lepton physics.
Dates
25-27 Jun 1981.
Place
Tokyo (Japan).