Ricardo Escobedo

activity

20182022

n

-dimensional Palatini action without second-class constraints

15 citations · 18 across the 4 of their papers we have counts for

collaborators

4 papers

gr-qc2021★ 2 cited

Straightforward Hamiltonian analysis of $B F$ gravity in $n$ dimensions

Merced Montesinos, Ricardo Escobedo, Mariano Celada

We perform, in a manifestly $S O (n - 1, 1)$ [ $S O (n)$ ] covariant fashion, the Hamiltonian analysis of general relativity in $n$ dimensions written as a constrained $B F$ theory. We solve…

gr-qc2020

Canonical analysis of $B F$ gravity in $n$ dimensions

Mariano Celada, Ricardo Escobedo, Merced Montesinos

In this paper we perform in a manifestly $S O (n - 1, 1)$ [or, alternatively $S O (n)$ ] covariant fashion, the canonical analysis of general relativity in $n$ dimensions written as a cons…

gr-qc2020★ 15 cited

Canonical analysis of $n$ -dimensional Palatini action without second-class constraints

Merced Montesinos, Ricardo Escobedo, Jorge Romero +1

We carry out the canonical analysis of the $n$ -dimensional Palatini action with or without a cosmological constant $(n \geq 3)$ introducing neither second-class constraints nor resor…

gr-qc2018

$S U (1, 1)$ Barbero-like variables derived from Holst action

Merced Montesinos, Jorge Romero, Ricardo Escobedo +1

We work on a spacetime manifold foliated by timelike leaves. In this setting, we explore the solution of the second-class constraints arising during the canonical analysis of the H…

Straightforward Hamiltonian analysis of BF gravity in n dimensions

Canonical analysis of BF gravity in n dimensions

Canonical analysis of n-dimensional Palatini action without second-class constraints

SU(1,1) Barbero-like variables derived from Holst action

Straightforward Hamiltonian analysis of $B F$ gravity in $n$ dimensions

Canonical analysis of $B F$ gravity in $n$ dimensions

Canonical analysis of $n$ -dimensional Palatini action without second-class constraints

$S U (1, 1)$ Barbero-like variables derived from Holst action