Published August 1979 | Version v1
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Statistical analysis of quark and lepton masses

  • 1. Glasgow Univ. (UK). Dept. of Natural Philosophy
  • 2. Niels Bohr Inst., Copenhagen (Denmark)

Description

The hypothesis that new approximately conserved chiral charges are mainly responsible for the observed quark and lepton mass ratios is studied. A Monte Carlo calculation is described, which assigns different values of these chiral charges to the bare left- and right-handed components of a family of fundamental fermions of a given electric charge and then calculates the fermion mass ratios. The distance between left- and right-handed components is chiral space is taken as a measure of the strength of the symmetry breaking interaction which generates the corresponding mass matrix element. The main prediction is the ratio of logarithms of mass ratios for successive members of a family of fermions. For the three lowest mass members of a family, this ratio is found to be remarkably independent of the assumed number of fermions and of chiral charges and is in good agreement with experiments. Fluctuations between different families are predicted to be larger than those observed between leptons and quarks, which is taken as evidence for some unifying interaction. Unification is also suggested by the failure of the model to reproduce the observed weak coupling matrix. Estimates of the top quark mass are obtained with big uncertainties and averages in the range from 6 to 30 GeV. The most likely order of magnitude of a presumed fourth generation mass is28(+21,-12) GeV. Neutrino masses are also discussed. (Auth.)

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Additional details

Publishing Information

Imprint Pagination
60 p.
Report number
NBI-HE--79-27

INIS

Country of Publication
Denmark
Country of Input or Organization
Denmark
INIS RN
10489787
Subject category
S72: PHYSICS OF ELEMENTARY PARTICLES AND FIELDS;
Descriptors DEI
LEPTONS; MASS; MATRIX ELEMENTS; MONTE CARLO METHOD; PARTICLE MODELS; QUARKS; STATISTICS; SYMMETRY BREAKING
Descriptors DEC
ELEMENTARY PARTICLES; FERMIONS; MATHEMATICAL MODELS; MATHEMATICS; POSTULATED PARTICLES