2 papers
gr-qc2022
Riemannian Geometry Framed as a Generalized Lie Algebra to Incorporate General Relativity with Quantum Theory 1
Joseph E. Johnson
This paper reframes Riemannian geometry as a generalized Lie algebra allowing the equations of both RG and then General Relativity to be expressed as commutation relations among fu…
physics.gen-ph2016
An Integration of General Relativity and Relativistic Quantum Theory
Joseph E. Johnson
In previous work, the author extended the Poincare Lie algebra to include a four position operator as a natural extension to a large fifteen parameter Lie algebra of operators. We…