G. R. P. Teruel

activity

20242026

collaborators

4 papers

gr-qc2026

Critical Coupling Surfaces in $I^º (R, T)$ Gravity: Regularity, Gravitational Screening, and Phase Transitions

GinÃ©s R. PÃ©rez Teruel

We investigate the critical regime $I^º (R, T) = 0$ in $I^º (R, T)$ gravity. While most studies assume a non-vanishing effective gravitational coupling, the existence of critical hypersurf…

gr-qc2025

Dual Effective Field Theory formulation of Metric--Affine and Symmetric Teleparallel Gravity

GinÃ©s R. PÃ©rez Teruel

We develop a unified algebraic and effective field theory (EFT) formulation for non--Riemannian extensions of General Relativity with an independent connection. For metric--affine…

gr-qc2025

A Modified Gravitational Theory of the Matter Sector of the Type $I ¨ (R, T) L_{m}$

We investigate a modified gravity framework where the geometric Einstein--Hilbert sector remains untouched while the matter Lagrangian is weighted by a nontrivial function $I ¨ (T)$ …

gr-qc2024

Conservative wormholes in generalized $I^º (R, T)$ -function

Ksh. Newton Singh, G. R. P. Teruel, S. K. Maurya +2

We present an exhaustive study of wormhole configurations in $I^º (R, T)$ gravity with linear and non-linear functions. The model assumed Morrison-Thorne spacetime…

Critical Coupling Surfaces in I^º(R,T) Gravity: Regularity, Gravitational Screening, and Phase Transitions

Dual Effective Field Theory formulation of Metric--Affine and Symmetric Teleparallel Gravity

A Modified Gravitational Theory of the Matter Sector of the Type I¨(R,T)Lm​

Conservative wormholes in generalized I^º(R,T)-function

Critical Coupling Surfaces in $I^º (R, T)$ Gravity: Regularity, Gravitational Screening, and Phase Transitions

A Modified Gravitational Theory of the Matter Sector of the Type $I ¨ (R, T) L_{m}$

Conservative wormholes in generalized $I^º (R, T)$ -function