25 citations · 71 across the 13 of their papers we have counts for
14 papers
Quantum corrections to the Casimir effect in a scalar Hořava-Lifshitz theory with rough plates at low temperature
Claudio Bórquez, Byron Droguett
We investigate the Casimir effect of a massive, self-interacting real scalar field with quartic coupling in a -dimensional Hořava-Lifshitz-type theory, subject to rough boun…
One-Loop Quantum Corrections to the Casimir Effect for Smoothly Rough Plates in the Low-Temperature Regime
Claudio Bórquez, Byron Droguett
We present a theoretical analysis of the one-loop effective potential of a self-interacting real scalar field in the presence of two parallel conducting plates with geometric rough…
Batalin-Fradkin-Vilkovisky Quantization of Quadratic Gravity
Jorge Bellorin, Claudio Bórquez, Byron Droguett
We present the Batalin-Fradkin-Vilkovisky quantization of the quadratic gravity theory, which is the most general theory with terms up to quadratic order in curvature. This approac…
Renormalization of the nonprojectable Horava theory
Jorge Bellorin, Claudio Borquez, Byron Droguett
We present the proof of renormalization of the Horava theory, in the nonprojectable version. We obtain a form of the quantum action that exhibits a manifest BRST-symmetry structure…
Casimir effect of a rough membrane in an Aether-like Lorentz-violating scenario
Byron Droguett, Claudio Bórquez
We explore the Casimir effect of a rough membrane within the framework of theories that break Lorentz symmetry. We consider two constant Aether vectors: one timelike and other spac…
Casimir effect of a rough membrane in 2+1 Horava-Lifshitz theory
Claudio Bórquez, Byron Droguett
We investigate the Casimir effect of a rough membrane within the framework of the Horava-Lifshitz theory in 2+1 dimensions. Quantum fluctuations are induced by an anisotropic scala…
Effective action of the Horava theory: Cancellation of divergences
Jorge Bellorin, Claudio Borquez, Byron Droguett
We compute the one-loop effective action of the Horava theory, in its nonprojectable formulation. We take the quantization of the (2+1)-dimensional theory in the Batalin-Fradkin-Vi…
Quantization of the anisotropic conformal Horava theory
Jorge Bellorin, Claudio Borquez, Byron Droguett
We perform the Batalin-Fradkin-Vilkovisky quantization of the anisotropic conformal Horava theory in d spatial dimensions. We introduce a model with a conformal potential suitable…
Casimir effect in 2+1 Horava gravity
Claudio Bórquez, Byron Droguett
We study the Casimir effect of a membrane embedded in 2+1 dimensions flat cone generated by a massive particle located at the origin of the coordinate system. The flat cone is an e…
BRST symmetry and unitarity of the Horava theory
Jorge Bellorin, Claudio Borquez, Byron Droguett
We present an analysis on the BRST symmetry transformations of the Horava theory under the BFV quantization, both in the nonprojectable and projectable cases. We obtain that the BR…
Cancellation of divergences in the nonprojectable Horava theory
Jorge Bellorin, Claudio Borquez, Byron Droguett
We perform an analysis of the ultraviolet divergences of the quantum nonprojectable Horava gravity. We work the quantum field theory directly in the Hamiltonian formalism provided…
Quantum Lagrangian of the Horava theory and its nonlocalities
Jorge Bellorin, Claudio Borquez, Byron Droguett
We perform the BFV quantization of the 2+1 projectable and the 3+1 nonprojectable versions of the Horava theory. This is a Hamiltonian formalism, and noncanonical gauges can be use…
Asymptotic flatness and nonflat solutions in the critical 2+1 Horava theory
J. Bellorin, C. Borquez, B. Droguett
The Horava theory in 2+1 dimensions can be formulated at a critical point in the space of coupling constants where it has no local degrees of freedom. This suggests that this criti…
Curvature vs degrees of freedom: The case of the critical 2+1 Horava theory
Jorge Bellorin, Claudio Borquez, Byron Droguett
We present the interesting case of the 2+1 nonprojectable Horava theory formulated at the critical point, where it does not posses local degrees of freedom. The critical point is d…