Generalised uncertainty relations from superpositions of geometries
Phenomenological approaches to quantum gravity implement a minimum resolvable length-
scale but do not link it to an underlying formalism describing geometric superpositions. Here …
scale but do not link it to an underlying formalism describing geometric superpositions. Here …
Energy condition respecting warp drives: the role of spin in Einstein–Cartan theory
A DeBenedictis, S Ilijić - Classical and quantum gravity, 2018 - iopscience.iop.org
In this paper we study the so called'warp drive'spacetimes within the U 4 Riemann–Cartan
manifolds of Einstein–Cartan theory. Specifically, the role that spin may play with respect to …
manifolds of Einstein–Cartan theory. Specifically, the role that spin may play with respect to …
Generalized uncertainty principle for Dirac fermion in a torsion field
A Ramesh - Classical and Quantum Gravity, 2020 - iopscience.iop.org
We derive the uncertainty principle for a Dirac fermion in a torsion field obeying the Hehl–
Datta (HD) equation. We find out how the non-linear term in the HD equation modifies the …
Datta (HD) equation. We find out how the non-linear term in the HD equation modifies the …
[PDF][PDF] Vectorial Torsion in Einstein-Cartan Theory: An Application to Friedmann Universes
F Georgios - 2019 - ikee.lib.auth.gr
The aim of this work was to outline the fundamental aspects of Einstein-Cartan theory and to
specialize our results for the case of vectorial torsion. In doing so, we present the full …
specialize our results for the case of vectorial torsion. In doing so, we present the full …