59 citations · 142 across the 17 of their papers we have counts for
17 papers
Spacetimes of maximal proper acceleration and muon mean lifetime
Ricardo Gallego Torromé
In this paper, it is shown that in spacetimes of maximal proper acceleration, there is a reduction of the mean lifetime of the muon. We consider several candidates for the maximal…
Advances in Quantum Radar and Quantum LiDAR
Ricardo Gallego Torrome, Shabir Barzanjeh
Quantum sensing, built upon fundamental quantum phenomena like entanglement and squeezing, is revolutionizing precision and sensitivity across diverse domains, including quantum me…
On the cosmological constant of flat FLRW spacetime
P. Fernandez de Cordoba, R. Gallego Torrome, S. Gavasso +1
We consider an exponentially expanding, flat, Friedmann-Lemaitre-Robertson-Walker (FLRW) Universe filled with a free Schroedinger field. The probability fluid of the latter is used…
Emergent quantum mechanics and the origin of quantum non-local correlations
Ricardo Gallego Torromé
A geometric interpretation for quantum correlations and entanglement according to a particular framework of emergent quantum mechanics is developed. The mechanism described is base…
Some Rigidity Conditions on Berwald Structures
Ricardo Gallego Torromé
This thesis contains an introduction to the method of average in Finsler geometry. The method is applied to Berwald spaces, obtaining geodesic rigidity conditions. We prove that th…
Jacobi equations and particle accelerator beam dynamics
Ricardo Gallego Torrome
A geometric formulation of the linear beam dynamics in accelerator physics is presented. In particular, it is proved that the linear transverse and longitudinal dynamics can be int…
On the Berwald-Landsberg problem
Ricardo Gallego Torrome
Given a Finsler space (M,F), one can define natural average Riemannian metrics on M by averaging on the indicatrix I_x the fundamental tensor g of the Finsler function . In this…
Averaged Lorentz Dynamics and an application in Plasma Dynamics
Ricardo Gallego Torrome
Using a geometric averaging procedure applied to a non-affine linear connection, we prove that for a narrow one particle distribution function and in the ultra-relativistic limit,…
Fluid Models from Kinetic Models using a Geometric Averaging Procedure
Ricardo Gallego Torrome
We interpret the Lorentz force equation as a geodesic equation associated with a non-linear connection. Using a geometric averaging procedure, we prove that for narrow and smooth o…
On the two dimensional Berwald-Landsberg problem
Ricardo Gallego Torrome
The Berwald-Landsberg problem is considered for two dimensional manifolds. We sketch the proof that there are not -regular -global pure Landsberg surfaces. The me…
On the interplay between the notions of Randers space and gauge invariance
Ricardo Gallego Torromé
In this paper we argue that when gauge invariance is taken into consideration, there is no consistent geometric framework of Finsler class that can accommodate Randers type spaces.…
Fiber averaged dynamics associated with the Lorentz force equation
Ricardo Gallego Torrome
It is shown that the Lorentz force equation is equivalent to the auto-parallel condition of a linear connection defined on a convenient p…
There are no -Regular Pure -Global Landsberg Surfaces
Ricardo Gallego Torrome
We show that there are not pure regular y-global Landsberg surfaced. The proof is based on the averaged connection associated with the linear Chern's connection and…
On a covariant version of Caianiello's Model
Ricardo Gallego Torrome
Caianiello's derivation of Quantum Geometry through an isometric embedding of the spacetime ({\bf M},\tilde{g}) in the pseudo-Riemannian structure ({\bf T^*M},g^*_{AB}) is reconsid…
Quantum Systems as results of Geometric Evolutions
Ricardo Gallego Torrome
In the framework of deterministic finslerian models, a mechanism producing dissipative dynamics at the Planck scale is discussed. It is based on a geometric evolution from Finsler…
On the generalization of theorems from Riemannian to Finsler Geometry I: Metric Theorems
Ricardo Gallego Torrome
A method to generalize results from Riemannian Geometry to Finsler geometry is presented. We use the method to generalize several results that involve only metric conditions. Betwe…
A Finslerian version of 't Hooft Deterministic Quantum Models
Ricardo Gallego Torromé
Using the Finsler structure living in the phase space associated to the tangent bundle of the configuration manifold, deterministic models at the Planck scale are obtained. The Ham…