TITLE:
The Harmonic Neutron Hypothesis: Prime Number Factor Patterns and Their Relationship to the Hierarchy of the Fundamental Particles and Bosons
AUTHORS:
Donald William Chakeres, Richard Vento
KEYWORDS:
Boson, Fundamental Particles, Prime Numbers, Physical Constants, Unification Models, Neutron, Quarks, Lepton, W Boson, Z Boson, Gluon
JOURNAL NAME:
Advances in Pure Mathematics,
Vol.5 No.5,
April
3,
2015
ABSTRACT: The Harmonic Neutron Hypothesis, HNH, has demonstrated that many of the fundamental
physical constants including particles and bosons are associated with specific quantum
integers, n. These integers define partial
harmonic fractional exponents, 1 ± (1/n),
of a fundamental frequency, Vf.
The goal is to evaluate the prime and composite factors associated with the neutron
n0, the quarks, the kinetic energy of neutron beta decay, the Rydberg
constant, R, e, a0, H0, h, α, W, Z,
the muon, and the neutron gluon. Their pure number characteristics correspond and
explain the hierarchy of the particles and bosons. The elements and black body radiation
represent consecutive integer series. The relative scale of the constants cluster
in a partial harmonic fraction pattern around the neutron. The global numerical
organization is related to the only possible prime factor partial fractions of 2/3,
or 3/2, as pairs of 3 physical entities with a total of 6 in each group. Many other
progressively resonant prime number factor patterns are identified with increasing
numbers of smaller factors, higher primes, or larger partial fractions associated
with higher order particles or bosons.