6 papers
Entanglement as a Witness of Quantum Coherence: A Bipartite Monty-Hall Protocol
Jorge Meza-DomÃnguez
We present a bipartite protocol inspired by the Monty Hall puzzle that operationally distinguishes quantum coherence from classical ignorance. A principal qutrit is entangled with…
A Covariant Chiral-Hydrodynamic Formulation of the Dirac Equation in Curved Spacetime
Jorge Meza-DomÃnguez, Tonatiuh Matos
The hydrodynamic formulation of the Dirac equation has historically been hindered by the inability to close the system of physical variables without resorting to infinite moment hi…
Energy Balance of a Boson Gas at Zero Temperature in Curved Spacetime
Jorge Meza-DomÃnguez, Tonatiuh Matos, Pierre-Henri Chavanis
We develop a comprehensive thermodynamic description for a zero-temperature boson gas in curved spacetime, integrating energy conservation with information-theoretic principles. Us…
Topological Quantization of Complex Velocity in Stochastic Spacetimes
Jorge Meza-DomÃnguez, Tonatiuh Matos
We establish a rigorous geometric framework for quantum fields on a stochastic gravitational background. Starting from a master partition function that averages over metric fluctua…
A Gauge-Invariant Bundle Isomorphism Between Complex Velocity Fields and Symmetric Logarithmic Derivatives
Jorge Meza-DomÃnguez
We establish a rigorous bundle isomorphism between the complex velocity field , obtained by averaging matter dynamics over stochastic gravitational fluctuat…
Canonical Uncertainty Relations for Madelung Variables in Curved Spacetime: Relating Dark Matter Cores and Unruh Radiation
Jorge Meza-DomÃnguez, Jorge Meza-Domínguez, Tonatiuh Matos
We establish fundamental uncertainty relations for the hydrodynamic variables arising from the Madelung representation of quantum fields in curved spacetime. Through canonical quan…