AbstractWe discuss scalar–tensor cosmology with an extra R−1 correction by the Noether symmetry approach. The existence of such a symmetry selects the forms of the coupling ω(φ), of the potential V(φ) and allows to obtain physically interesting exact cosmological solutions
This paper determines the existence of Noether symmetry in non-minimally coupled f(R, T) gravity adm...
AbstractIn this Letter, we find suitable potentials in the multiple scalar fields scenario by using ...
We extend the concept of quintessence to a flat nonminimally coupled scalar - tensor theories of gra...
AbstractWe discuss scalar–tensor cosmology with an extra R−1 correction by the Noether symmetry appr...
AbstractIn this Letter by utilizing the Noether symmetry approach in cosmology, we attempt to find t...
AbstractWe study the evolution of a three-dimensional minisuperspace cosmological model by the Noeth...
AbstractThe Noether symmetry of a generic f(R) cosmological model is investigated by utilizing the b...
We find some new exact cosmological solutions for the covariant scalar–tensor–vector gravity theory,...
We consider extensions of General Relativity based on the non-local function f (R, rectangle(-1) R),...
We consider the cosmology derived from f(T, B) gravity where T is the torsion scalar and B=2e∂μ(eTμ...
AbstractWe study Palatini f(R) cosmology using Noether symmetry approach for the matter-dominated un...
We explore the conditions for the existence of Noether symmetries in the dynamics of FRW metric, non...
A scalar–tensor theory of gravity, containing an arbitrary coupling function F (φ) and a general pot...
This paper is devoted to explore modified $$f(\mathcal {R})$$ theories of gravity using Noether sym...
In the framework of renormalization-group improved cosmologies, we use the Noether symmetry approach...
This paper determines the existence of Noether symmetry in non-minimally coupled f(R, T) gravity adm...
AbstractIn this Letter, we find suitable potentials in the multiple scalar fields scenario by using ...
We extend the concept of quintessence to a flat nonminimally coupled scalar - tensor theories of gra...
AbstractWe discuss scalar–tensor cosmology with an extra R−1 correction by the Noether symmetry appr...
AbstractIn this Letter by utilizing the Noether symmetry approach in cosmology, we attempt to find t...
AbstractWe study the evolution of a three-dimensional minisuperspace cosmological model by the Noeth...
AbstractThe Noether symmetry of a generic f(R) cosmological model is investigated by utilizing the b...
We find some new exact cosmological solutions for the covariant scalar–tensor–vector gravity theory,...
We consider extensions of General Relativity based on the non-local function f (R, rectangle(-1) R),...
We consider the cosmology derived from f(T, B) gravity where T is the torsion scalar and B=2e∂μ(eTμ...
AbstractWe study Palatini f(R) cosmology using Noether symmetry approach for the matter-dominated un...
We explore the conditions for the existence of Noether symmetries in the dynamics of FRW metric, non...
A scalar–tensor theory of gravity, containing an arbitrary coupling function F (φ) and a general pot...
This paper is devoted to explore modified $$f(\mathcal {R})$$ theories of gravity using Noether sym...
In the framework of renormalization-group improved cosmologies, we use the Noether symmetry approach...
This paper determines the existence of Noether symmetry in non-minimally coupled f(R, T) gravity adm...
AbstractIn this Letter, we find suitable potentials in the multiple scalar fields scenario by using ...
We extend the concept of quintessence to a flat nonminimally coupled scalar - tensor theories of gra...
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