"Testing Some f(R,T) Gravity Models from Energy Conditions"
written by Flavio Gimenes Alvarenga, Mahouton Jonas Stephane Houndjo, Adjimon Vincent Monwanou, Jean Bio Chabi Orou,
published by Journal of Modern Physics, Vol.4 No.1, 2013
has been cited by the following article(s):
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[4] Consequences of energy conservation violation: late time solutions of\Lambda (\mathsf {T})\mathsf {CDM} subclass of f (\mathsf {R},\mathsf {T}) gravity using …
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[8] Late time cosmological approach in mimetic gravity
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[9] Time varying G and Λ cosmology in f (R, T) gravity theory
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[10] Energy Bounds in f (R, G) gravity with Anisotropic Background
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[12] LTB geometry with tilted and nontilted congruences in f (R, T) gravity
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[15] LRS Bianchi Type-I Cosmology with Gamma Law EoS in f (R, T) Gravity
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[16] Analytical general solutions for static wormholes in $ f (R, T) $ gravity
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[17] Higher-derivative f (R,□ R, T) theories of gravity
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[18] Mimetic gravity: a review of recent developments and applications to cosmology and astrophysics
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[19] Dynamics of an Anisotropic Universe in Theory
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[20] Searching for a cosmological preferred axis in complicated class of cosmological models: case study f (R, T) model
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[21] Cosmic Transit and Anisotropic Models in f (R, T) Gravity
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[22] Kaluza–Klein cosmological model in f (R, T) gravity with Λ (T)
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[23] Higher-Derivative $ f (R,\ Box R, T) $ Theories of Gravity
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[24] Stability of the Einstein static Universe in $ f (R, T) $ gravity
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[25] Bulk viscous fluid cosmological models in f (R, T) gravity
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[26] Exploring stable models in $ f (R; T; R_ {\ mu\ nu} T^{\ mu\ nu}) $ gravity
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[28] Causes of Irregular Energy Density in $ f (R, T) $ Gravity
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[29] The effect of trace-anomaly on ω=− 1 crossing in f (R, T) gravity
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[30] Geodesic Deviation Equation in ΛCDM f (T, T) Gravity
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[31] Dynamics of an Anisotropic Universe in $ f (R, T) $ Theory
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[32] Cosmological consequences and statefinder diagnosis of non-interacting generalized Chaplygin gas in $ f (R, T) $ gravity
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[34] Dynamical variables and evolution of the universe
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[35] Cosmological Evolution in f (R, T) theory with Collisional Matter
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[36] $ f (T,\ mathcal {T}) $ Cosmological Models in Phase Space
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[37] Regular black holes in f (T) Gravity through a nonlinear electrodynamics source
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[38] Gödel-type solution in f (R, T) modified gravity
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[39] Consistency of universally nonminimally coupled f (R, T, R μ ν T μ ν) theories
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[40] Reconstructing QCD ghost f (R, T) models
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[41] Geodesic Deviation Equation in $\ Lambda $ CDM $ f (T,\ mathcal {T}) $ gravity
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[42] Does f (R, T) gravity admit a stationary scenario between dark energy and dark matter in its framework?
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[43] Cosmological viable f (R, T) dark energy model: dynamics and stability
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[44] G\"{o} del-type solution in $ f (R, T) $ modified gravity
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[45] $ f (R, T) $ and future singularities
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[46] Kaluza-Klein cosmological model in $ f (R, T) $ gravity with $\ Lambda (T) $
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[47] Thermodynamic interpretation of the generalized gravity models with geometry-matter coupling
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[48] Generalized energy conditions in Extended Theories of Gravity
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[49] Cosmological and solar system consequences of f (R, T) gravity models
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[50] Locally Rotationally Symmetric Bianchi Type-I Cosmological Model in f (T) Gravity: from Early to Dark Energy Dominated Universe
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[51] Generalized curvature-matter couplings in modified gravity
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[52] Reconstruction of f (R, T) gravity in anisotropic cosmological models of accelerating universe
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[53] Cosmological reconstruction and stability in f (R, T) gravity
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[54] Solar System's Bounds on the Extra Acceleration of f (R, T) Gravity Revisited
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[55] Spherically symmetric solutions of light Galileon
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[56] A Study on particle creation in modified $ f (R, T) $ theory of gravity
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[57] Friedmann model with viscous cosmology in modified f (R, T) gravity theory
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[59] Reconstruction of modified f (R, T) gravity with perfect fluid cosmological models
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[60] Energy conditions in f (R, G) gravity
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[61] ΛCDM model in f (T) gravity: reconstruction, thermodynamics and stability
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[62] Energy Conditions in a Generalized Second-Order Scalar-Tensor Gravity
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[63] f (R, T) cosmological models in phase space
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[64] f (R, T) Dark Energy Models in Phase Space
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[65] Energy conditions in f (R, T, R μν T μν) gravity
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[66] G?del solution in f (R, T) gravity
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[67] Further matters in space-time geometry: f (R, T, R μ ν T μ ν) gravity
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[68] Dynamics of scalar perturbations in f (R, T) gravity
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[69] Charged black holes in generalized teleparallel gravity
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[70] f (R, T, RμνTμν) gravity phenomenology and ΛCDM universe
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[71] Observational constraints on non-minimally coupled Galileon model
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[72] Energy Conditions in $ f (R, T, R_ {\ mu\ nu} T^{\ mu\ nu}) $ Gravity
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[73] Violation of the First Law of Thermodynamics in f (R, T) Gravity
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[74] Analysis of F (R, T) gravity models through energy conditions
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[75] Thermodynamics in Little Rip cosmology in the framework of a type of f (R, T) gravity
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[76] Energy conditions constraints and stability of power law solutions in f (R, T) gravity
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