Transit dark energy cosmological models in generalized matter-geometry coupling theory using a non-linear form of $f(R,T,L_{m})$ function | Paper Citation Record

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Transit dark energy cosmological models in generalized matter-geometry coupling theory using a non-linear form of $f(R,T,L_{m})$ function Summary of Results from COBE

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This paper cites Komatsu et al., Five-year wilkinson microwave anisot ropy probe (WMAP) observations: Cosmological interpretation, Astrophys.

Transit dark energy cosmological models in generalized matter-geometry coupling theory using a non-linear form of $f(R,T,L_{m})$ function Komatsu et al., Five-year wilkinson microwave anisot ropy probe (WMAP) observations: Cosmological interpretation, Astrophys

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Transit dark energy cosmological models in generalized matter-geometry coupling theory using a non-linear form of $f(R,T,L_{m})$ function The 2dF Galaxy Redshift Survey: Spectra and redshifts

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Transit dark energy cosmological models in generalized matter-geometry coupling theory using a non-linear form of $f(R,T,L_{m})$ function Sahni and A

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Transit dark energy cosmological models in generalized matter-geometry coupling theory using a non-linear form of $f(R,T,L_{m})$ function Weinberg, The cosmological constant problem, Rev

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Transit dark energy cosmological models in generalized matter-geometry coupling theory using a non-linear form of $f(R,T,L_{m})$ function Padmanabhan, Cosmological constant-the weight of t he vacuum, Phys

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Transit dark energy cosmological models in generalized matter-geometry coupling theory using a non-linear form of $f(R,T,L_{m})$ function Paradigms and Scenarios for the Dark Matter Phenomenon

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Transit dark energy cosmological models in generalized matter-geometry coupling theory using a non-linear form of $f(R,T,L_{m})$ function The clustering of galaxies in the completed SDSS-III Baryon Oscillation Spectroscopic Survey: cosmological analysis of the DR12 galaxy sample

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Transit dark energy cosmological models in generalized matter-geometry coupling theory using a non-linear form of $f(R,T,L_{m})$ function Dark Energy Survey Year 1 Results: Cosmological Constraints from Galaxy Clustering and Weak Lensing

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Transit dark energy cosmological models in generalized matter-geometry coupling theory using a non-linear form of $f(R,T,L_{m})$ function Tanabashi, K

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Transit dark energy cosmological models in generalized matter-geometry coupling theory using a non-linear form of $f(R,T,L_{m})$ function Planck 2018 results. VI. Cosmological parameters

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Transit dark energy cosmological models in generalized matter-geometry coupling theory using a non-linear form of $f(R,T,L_{m})$ function Coupling matter and curvature in Weyl geometry: conformally invariant $f\left(R,L_m\right)$ gravity

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Transit dark energy cosmological models in generalized matter-geometry coupling theory using a non-linear form of $f(R,T,L_{m})$ function Singh, G

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This paper cites Models of f(R) Cosmic Acceleration that Evade Solar-System Tests.

Transit dark energy cosmological models in generalized matter-geometry coupling theory using a non-linear form of $f(R,T,L_{m})$ function Models of f(R) Cosmic Acceleration that Evade Solar-System Tests

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Transit dark energy cosmological models in generalized matter-geometry coupling theory using a non-linear form of $f(R,T,L_{m})$ function Do consistent $F(R)$ models mimic General Relativity plus $\Lambda$?

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Transit dark energy cosmological models in generalized matter-geometry coupling theory using a non-linear form of $f(R,T,L_{m})$ function Dark matter as a geometric effect in f(R) gravity

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Transit dark energy cosmological models in generalized matter-geometry coupling theory using a non-linear form of $f(R,T,L_{m})$ function A model independent approach to the study of $f(R)$ cosmologies with expansion histories close to $\Lambda$CDM

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Transit dark energy cosmological models in generalized matter-geometry coupling theory using a non-linear form of $f(R,T,L_{m})$ function Modified gravity with negative and positive powers of the curvature: unification of the inflation and of the cosmic acceleration

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Transit dark energy cosmological models in generalized matter-geometry coupling theory using a non-linear form of $f(R,T,L_{m})$ function Modified f(R) gravity consistent with realistic cosmology: from matter dominated epoch to dark energy universe

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Transit dark energy cosmological models in generalized matter-geometry coupling theory using a non-linear form of $f(R,T,L_{m})$ function Extra force in $f(R)$ modified theories of gravity

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Transit dark energy cosmological models in generalized matter-geometry coupling theory using a non-linear form of $f(R,T,L_{m})$ function f(R) Theories Of Gravity

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Transit dark energy cosmological models in generalized matter-geometry coupling theory using a non-linear form of $f(R,T,L_{m})$ function f(R) theories

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Transit dark energy cosmological models in generalized matter-geometry coupling theory using a non-linear form of $f(R,T,L_{m})$ function Modified gravity with arbitrary coupling between matter and geometry

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Transit dark energy cosmological models in generalized matter-geometry coupling theory using a non-linear form of $f(R,T,L_{m})$ function f(R,L_m) gravity

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Transit dark energy cosmological models in generalized matter-geometry coupling theory using a non-linear form of $f(R,T,L_{m})$ function Energy conditions in $f(R,L_{m})$ gravity

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Transit dark energy cosmological models in generalized matter-geometry coupling theory using a non-linear form of $f(R,T,L_{m})$ function Generalised nonminimally gravity-matter coupled theory

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Transit dark energy cosmological models in generalized matter-geometry coupling theory using a non-linear form of $f(R,T,L_{m})$ function Constraining a nonminimally coupled curvature-matter gravity model with ocean experiments

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Transit dark energy cosmological models in generalized matter-geometry coupling theory using a non-linear form of $f(R,T,L_{m})$ function Dark Energy Dominance and Cosmic Acceleration in First Order Formalism

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Transit dark energy cosmological models in generalized matter-geometry coupling theory using a non-linear form of $f(R,T,L_{m})$ function Study of Curvature-Matter Coupling in Modified Gravity

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Transit dark energy cosmological models in generalized matter-geometry coupling theory using a non-linear form of $f(R,T,L_{m})$ function Modeling Transit Dark Energy in $f(R, L_m)$-gravity

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Transit dark energy cosmological models in generalized matter-geometry coupling theory using a non-linear form of $f(R,T,L_{m})$ function f(R,T) gravity

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Transit dark energy cosmological models in generalized matter-geometry coupling theory using a non-linear form of $f(R,T,L_{m})$ function Katırcı and M

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Transit dark energy cosmological models in generalized matter-geometry coupling theory using a non-linear form of $f(R,T,L_{m})$ function Roshan and F

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Transit dark energy cosmological models in generalized matter-geometry coupling theory using a non-linear form of $f(R,T,L_{m})$ function Akarsu, N

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Transit dark energy cosmological models in generalized matter-geometry coupling theory using a non-linear form of $f(R,T,L_{m})$ function Haghani, T

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Transit dark energy cosmological models in generalized matter-geometry coupling theory using a non-linear form of $f(R,T,L_{m})$ function Haghani, T

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Transit dark energy cosmological models in generalized matter-geometry coupling theory using a non-linear form of $f(R,T,L_{m})$ function Ayuso, J.B

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Transit dark energy cosmological models in generalized matter-geometry coupling theory using a non-linear form of $f(R,T,L_{m})$ function Lacombe, S

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Transit dark energy cosmological models in generalized matter-geometry coupling theory using a non-linear form of $f(R,T,L_{m})$ function Harko, M.A.S

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Transit dark energy cosmological models in generalized matter-geometry coupling theory using a non-linear form of $f(R,T,L_{m})$ function Cosmological Evolution in f(R,T) theory with Collisional Matter

Reference 57

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Observation 50158b8c-50eb-4639-8c7e-8aeda9ef2d3c · outbound

This paper cites Thermodynamic interpretation of the generalized gravity models with geometry - matter coupling.

Transit dark energy cosmological models in generalized matter-geometry coupling theory using a non-linear form of $f(R,T,L_{m})$ function Thermodynamic interpretation of the generalized gravity models with geometry - matter coupling

Reference 58

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Observation 6a872435-70dc-4bfa-8ec4-879c53b4c3da · outbound

This paper cites Cosmology in scalar-tensor $f(R,T)$ gravity.

Transit dark energy cosmological models in generalized matter-geometry coupling theory using a non-linear form of $f(R,T,L_{m})$ function Cosmology in scalar-tensor $f(R,T)$ gravity

Reference 59

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This paper cites Cosmological inviability of $f(R,T)$ gravity.

Transit dark energy cosmological models in generalized matter-geometry coupling theory using a non-linear form of $f(R,T,L_{m})$ function Cosmological inviability of $f(R,T)$ gravity

Reference 60

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Observation d887b287-6a67-4f96-a054-e3fb9d3f5af0 · outbound

This paper cites Stability of the Einstein static Universe in $f(R,T)$ gravity.

Transit dark energy cosmological models in generalized matter-geometry coupling theory using a non-linear form of $f(R,T,L_{m})$ function Stability of the Einstein static Universe in $f(R,T)$ gravity

Reference 61

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Transit dark energy cosmological models in generalized matter-geometry coupling theory using a non-linear form of $f(R,T,L_{m})$ function Unresolved cited work

Reference 62

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Transit dark energy cosmological models in generalized matter-geometry coupling theory using a non-linear form of $f(R,T,L_{m})$ function Unresolved cited work

Reference 63

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Transit dark energy cosmological models in generalized matter-geometry coupling theory using a non-linear form of $f(R,T,L_{m})$ function Unresolved cited work

Reference 64

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Transit dark energy cosmological models in generalized matter-geometry coupling theory using a non-linear form of $f(R,T,L_{m})$ function Unresolved cited work

Reference 65

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Transit dark energy cosmological models in generalized matter-geometry coupling theory using a non-linear form of $f(R,T,L_{m})$ function Unresolved cited work

Reference 66

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Transit dark energy cosmological models in generalized matter-geometry coupling theory using a non-linear form of $f(R,T,L_{m})$ function Unresolved cited work

Reference 67

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Transit dark energy cosmological models in generalized matter-geometry coupling theory using a non-linear form of $f(R,T,L_{m})$ function Unresolved cited work

Reference 68

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This paper cites Hulke, G.

Transit dark energy cosmological models in generalized matter-geometry coupling theory using a non-linear form of $f(R,T,L_{m})$ function Hulke, G

Reference 69

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This paper cites Harko, Generalizing the coupling betwe en geometry and matter: f (R, Lm, T ) gravity, Eur.

Transit dark energy cosmological models in generalized matter-geometry coupling theory using a non-linear form of $f(R,T,L_{m})$ function Harko, Generalizing the coupling betwe en geometry and matter: f (R, Lm, T ) gravity, Eur

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Transit dark energy cosmological models in generalized matter-geometry coupling theory using a non-linear form of $f(R,T,L_{m})$ function Unresolved cited work

Reference 71

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This paper cites Constrained transit cosmological models in $f(R,L_{m},T)$-gravity.

Transit dark energy cosmological models in generalized matter-geometry coupling theory using a non-linear form of $f(R,T,L_{m})$ function Constrained transit cosmological models in $f(R,L_{m},T)$-gravity

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Observation 32684714-88ff-487b-9f1f-b5f4ac4c8e53 · outbound

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Transit dark energy cosmological models in generalized matter-geometry coupling theory using a non-linear form of $f(R,T,L_{m})$ function Pradhan, M

Reference 73

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Transit dark energy cosmological models in generalized matter-geometry coupling theory using a non-linear form of $f(R,T,L_{m})$ function Unresolved cited work

Reference 74

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Observation e0c2c043-b688-4c2b-bfa1-8f9bc1297391 · outbound

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Transit dark energy cosmological models in generalized matter-geometry coupling theory using a non-linear form of $f(R,T,L_{m})$ function Generalized phantom energy

Reference 75

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Observation 145f78ef-ce0d-4263-801f-dea43df5eae3 · outbound

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Transit dark energy cosmological models in generalized matter-geometry coupling theory using a non-linear form of $f(R,T,L_{m})$ function Phantom cosmologies

Reference 76

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Observation fab8b09a-6b1b-461d-95c8-d3a900a85368 · outbound

This paper cites Reconstructing the universe history, from inflation to acceleration, with phantom and canonical scalar fields.

Transit dark energy cosmological models in generalized matter-geometry coupling theory using a non-linear form of $f(R,T,L_{m})$ function Reconstructing the universe history, from inflation to acceleration, with phantom and canonical scalar fields

Reference 77

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Observation 6883ca96-1e32-4716-a4d0-b1ab682afc01 · outbound

This paper cites A Model Of Inflationary Cosmology Without Singularity.

Transit dark energy cosmological models in generalized matter-geometry coupling theory using a non-linear form of $f(R,T,L_{m})$ function A Model Of Inflationary Cosmology Without Singularity

Reference 78

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Transit dark energy cosmological models in generalized matter-geometry coupling theory using a non-linear form of $f(R,T,L_{m})$ function Unresolved cited work

Reference 79

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Transit dark energy cosmological models in generalized matter-geometry coupling theory using a non-linear form of $f(R,T,L_{m})$ function Unresolved cited work

Reference 80

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Transit dark energy cosmological models in generalized matter-geometry coupling theory using a non-linear form of $f(R,T,L_{m})$ function Foreman-Mackey, D

Reference 81

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Transit dark energy cosmological models in generalized matter-geometry coupling theory using a non-linear form of $f(R,T,L_{m})$ function Simon, L

Reference 82

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Transit dark energy cosmological models in generalized matter-geometry coupling theory using a non-linear form of $f(R,T,L_{m})$ function Unresolved cited work

Reference 83

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Transit dark energy cosmological models in generalized matter-geometry coupling theory using a non-linear form of $f(R,T,L_{m})$ function Asvesta, L

Reference 84

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Transit dark energy cosmological models in generalized matter-geometry coupling theory using a non-linear form of $f(R,T,L_{m})$ function Ellis, R

Reference 85

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Transit dark energy cosmological models in generalized matter-geometry coupling theory using a non-linear form of $f(R,T,L_{m})$ function Lalke, G.P

Reference 86

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Observation bc323dbb-e831-4e89-82b0-90ec2f3e77b4 · outbound

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Transit dark energy cosmological models in generalized matter-geometry coupling theory using a non-linear form of $f(R,T,L_{m})$ function Mandal, A

Reference 87

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Transit dark energy cosmological models in generalized matter-geometry coupling theory using a non-linear form of $f(R,T,L_{m})$ function Singh, S

Reference 88

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Observation 406d8a5d-416c-4c7e-99e2-be9e3c7658fb · outbound

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Transit dark energy cosmological models in generalized matter-geometry coupling theory using a non-linear form of $f(R,T,L_{m})$ function Cosmographic bounds on the cosmological deceleration-acceleration transition redshift in $f(\mathcal{R})$ gravity

Reference 89

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Transit dark energy cosmological models in generalized matter-geometry coupling theory using a non-linear form of $f(R,T,L_{m})$ function Transition redshift in $f(T)$ cosmology and observational constraints

Reference 90

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Transit dark energy cosmological models in generalized matter-geometry coupling theory using a non-linear form of $f(R,T,L_{m})$ function Model independent reconstruction of cosmological accelerated-decelerated phase

Reference 91

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This paper cites Constraints on the transition redshift from the calibrated Gamma-ray Burst $E_{\rm p}$-$E_{\rm iso}$ correlation.

Transit dark energy cosmological models in generalized matter-geometry coupling theory using a non-linear form of $f(R,T,L_{m})$ function Constraints on the transition redshift from the calibrated Gamma-ray Burst $E_{\rm p}$-$E_{\rm iso}$ correlation

Reference 92

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Transit dark energy cosmological models in generalized matter-geometry coupling theory using a non-linear form of $f(R,T,L_{m})$ function Cosmological transition epoch from gamma-ray burst correlations

Reference 93

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Transit dark energy cosmological models in generalized matter-geometry coupling theory using a non-linear form of $f(R,T,L_{m})$ function Dark energy-matter equivalence by the evolution of cosmic equation of state

Reference 94

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Observation d37f46bb-cee7-474b-99a7-1c0d855498bc · outbound

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Transit dark energy cosmological models in generalized matter-geometry coupling theory using a non-linear form of $f(R,T,L_{m})$ function Hubble parameter measurement constraints on the cosmological deceleration-acceleration transition redshift

Reference 95

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Transit dark energy cosmological models in generalized matter-geometry coupling theory using a non-linear form of $f(R,T,L_{m})$ function Binned Hubble parameter measurements and the cosmological deceleration-acceleration transition

Reference 96

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This paper cites Hubble parameter measurement constraints on the redshift of the deceleration-acceleration transition, dynamical dark energy, and space curvature.

Transit dark energy cosmological models in generalized matter-geometry coupling theory using a non-linear form of $f(R,T,L_{m})$ function Hubble parameter measurement constraints on the redshift of the deceleration-acceleration transition, dynamical dark energy, and space curvature

Reference 97

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Observation 979b3fb0-4c66-4ef9-9a8b-89c86c6e4fd2 · outbound

This paper cites Hubble Parameter and Baryon Acoustic Oscillation Measurement Constraints on the Hubble Constant, the Deviation from the Spatially-Flat $\Lambda$cdm Model, The Deceleration-Acceleration Transition Redshift, and Spatial Curvature.

Transit dark energy cosmological models in generalized matter-geometry coupling theory using a non-linear form of $f(R,T,L_{m})$ function Hubble Parameter and Baryon Acoustic Oscillation Measurement Constraints on the Hubble Constant, the Deviation from the Spatially-Flat $\Lambda$cdm Model, The Deceleration-Acceleration Transition Redshift, and Spatial Curvature

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This paper cites Sahni, A.

Transit dark energy cosmological models in generalized matter-geometry coupling theory using a non-linear form of $f(R,T,L_{m})$ function Sahni, A

Reference 99

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This paper cites Causality and the speed of sound.

Transit dark energy cosmological models in generalized matter-geometry coupling theory using a non-linear form of $f(R,T,L_{m})$ function Causality and the speed of sound

Reference 100

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