Submissions from M. H. Wassall

[1]  faKiv:2403.07279 [pdf]
Torsion and bosonization at 1/n
Comments: 40 pages + appendices

We study the physics of the theory of torsion in $(1,1)$ gauge theory with a generalization of the Einstein's equation for a generic set of $n=1$ particles. The theory is constructed by using the approach of Grover Norquist, and the dynamics is described by a single equation. We show that in the conformal limit, the entanglement entropy of the torsionless theory is the same as that of anisotropic theory, and that the associated temperature is proportional to the square of the entanglement entropy. The energy of the entanglement is given by the application of the Grover Norquist equation to the case of two particles with the same mass and spin. The low energy limit, where the entanglement entropy is proportional to the square of the entanglement entropy of the torsionless theory, is the limit where the entanglement is non-perturbative. The entanglement entropy is expressed in terms of the energy-momentum tensor of the two particles. The thermodynamic relations of the two particles are described by the thermodynamic quantities of the high energy theory. We provide a new approach to the thermodynamics of the torsionless theory in the conformal limit.