Noether symmetry for higher order gravity theory has been explored, with the introduction of an auxiliary variable which gives the only correct quantum desccription of the theory, as shown in a series of earlier papers. The application of Noether theorem in higher order theory of gravity turned out to be a powerful tool to find the solution of the field equations. A few such physically reasonable solutions like power law inflation are presented
The dynamical system approach has recently acquired great importance in the investigation on higher ...
We discuss the Hamiltonian dynamics for cosmologies coming from Extended Theories of Gravity. In par...
AbstractConsider a general variational problem of a functional whose domain of definition consists o...
We explore the conditions for the existence of Noether symmetries for higher order gravity theory, a...
We find exact cosmological solutions when the Newton parameter and the cosmological term dynamicall...
We find exact cosmological solutions when the Newton parameter and the cosmological term dynamically...
We study Einstein equations for a homogeneous and isotropic metric coupled with a scalar field phi, ...
We explore the recently introduced modified Gauss–Bonnet gravity (Sharif and Ikram in Eur Phys J C 7...
We study higher-order theories of gravitation; in particular, we will focus our attention on the sec...
This paper studies the cosmological equations for a scalar field phi in the framework of a quantum g...
In general coordinate invariant gravity theories whose Lagrangians contain arbitrarily high order de...
A general approach for finding exact cosmological solutions in f(R) gravity is discussed. Instead of...
Consider a general variational problem of a functional whose domain of definition consists of integr...
The Noether Symmetry approach is applied to study an extended teleparallel $$f(T,\phi )$$ gravity th...
Noether’s theory offers us a useful tool to research the conserved quantities and symmetries of the ...
The dynamical system approach has recently acquired great importance in the investigation on higher ...
We discuss the Hamiltonian dynamics for cosmologies coming from Extended Theories of Gravity. In par...
AbstractConsider a general variational problem of a functional whose domain of definition consists o...
We explore the conditions for the existence of Noether symmetries for higher order gravity theory, a...
We find exact cosmological solutions when the Newton parameter and the cosmological term dynamicall...
We find exact cosmological solutions when the Newton parameter and the cosmological term dynamically...
We study Einstein equations for a homogeneous and isotropic metric coupled with a scalar field phi, ...
We explore the recently introduced modified Gauss–Bonnet gravity (Sharif and Ikram in Eur Phys J C 7...
We study higher-order theories of gravitation; in particular, we will focus our attention on the sec...
This paper studies the cosmological equations for a scalar field phi in the framework of a quantum g...
In general coordinate invariant gravity theories whose Lagrangians contain arbitrarily high order de...
A general approach for finding exact cosmological solutions in f(R) gravity is discussed. Instead of...
Consider a general variational problem of a functional whose domain of definition consists of integr...
The Noether Symmetry approach is applied to study an extended teleparallel $$f(T,\phi )$$ gravity th...
Noether’s theory offers us a useful tool to research the conserved quantities and symmetries of the ...
The dynamical system approach has recently acquired great importance in the investigation on higher ...
We discuss the Hamiltonian dynamics for cosmologies coming from Extended Theories of Gravity. In par...
AbstractConsider a general variational problem of a functional whose domain of definition consists o...