18 citations · 43 across the 8 of their papers we have counts for
4 papers · 1 filter
Factorial Representations of Compact Lie Groups, Wigner Sets and Locally Invariant Quantum Fields
James Moffat, Charles HT Wang
The fibre bundle construct defined in our previous work continues to be the context for this paper; quantum fields composed of fibre algebras become liftings of; or sections throug…
Factorial Unitary Representations of the Translational Group and the Supersymmetric Graviton
James Moffat, Charles Wang
Unitary Representations corresponding to local shifts in reference frames are a key topic for progress in Quantum Gravity. The fibre bundle construct defined in our previous work i…
Ergodic Theory and the Structure of Noncommutative Space-Time
James Moffat, Teodora Oniga, Charles H. -T. Wang
We develop further our fibre bundle construct of non-commutative space-time on a Minkowski base space. We assume space-time is non-commutative due to the existence of additional no…
Unitary Representations of the Translational Group Acting as Local Diffeomorphisms of Space-Time
James Moffat, Teodora Oniga, Charles H. -T. Wang
We develop a new mathematical approach to diffeomorphism invariant quantum states for the quantisation of general field theories such as general relativity and modified gravity. Tr…