1 citations · 3 across the 6 of their papers we have counts for
6 papers
Quantum number conservation: a tool in the design and analysis of high energy experiments
D. J. Newman
The Clifford Unification algebra is shown to provide a unified description of all the elementary fermions and hadrons in terms of seven binary quantum numbers. Four of t…
Quantum number conservation in intergenerational interactions
Douglas Newman
The seven binary quantum numbers that distinguish fundamental fermions have been shown to be conserved in decays and interactions. Here applications of this law are clarified to ta…
Repairing the algebraic foundations of the Standard Model of particle physics
Douglas Newman
The Standard Model (SM) of particle physics is in such good agreement with experiment that it is still accepted as providing an accurate model of reality, with the role of chiral s…
Discrete symmetries and quantum number conservation
Douglas Newman
The algebraic formulation of discrete and space-time symmetries is related to fermion quantum numbers defined by a sub-algebra of the Clifford Unifica…
Fourth Generation fermions as candidates for Dark Matter
Douglas Newman
Clifford Unification describes all the observed fundamental fermions in terms of seven commuting elements of the Clifford algebra. The eigenvalues of each commuting elem…
Unified theory of elementary fermions and their interactions based on Clifford algebras
Douglas Newman
Seven commuting elements of the Clifford algebra define seven binary eigenvalues that distinguish the states of 32 fermions, and determine their parity, electr…