In order to analyze how the gravitational constant, G, and the cosmological constant, Λ, may vary we study through symmetry principles the form of the functions in the generalized scalar-tensor theories under the self-similar hypothesis. The results obtained are absolutely general and valid for all the Bianchi models and the flat FRW one. We study the concrete example of the Kantowski–Sachs model finding some new exact self-similar solutions
We discuss the global properties of static, spherically symmetric configurations of a self-gravitati...
Abstract We investigate the existence of anisotropic self-similar exact solutions in symmetric telep...
We investigate the existence of anisotropic self-similar exact solutions in symmetric teleparallel $...
Exact self-similar spatially inhomogeneous $\rm G_2$ cosmological models are found in a class of sc...
We study the models and their particular case, the so-called -models under the self-similarity hypo...
The gravitational interaction is scale-free in both Newtonian gravity and general theory of relativi...
We study how the constants G and Λ may vary in four different theoretical models: general relativity...
We present a study of Bianchi class A tilted cosmological models admitting a proper homothetic vecto...
The equivalence principle has proven to be central to theories of gravity, with General Relativity b...
Exact and analytic solutions in Einstein–Aether scalar field theory with Kantowski–Sachs background ...
Abstract: A new class of a spatially homogeneous and anisotropic Bianchi type-V cosmological models ...
We study cosmological models in scalar tensor theories of gravity with power-law potentials as model...
This research is an extension of the author's works, in which conformally invariant generalization o...
We investigate static spherically-symmetric configurations of gravitating masses in the bimetric sca...
We discuss the global properties of static, spherically symmetric configurations of a self-gravitati...
We discuss the global properties of static, spherically symmetric configurations of a self-gravitati...
Abstract We investigate the existence of anisotropic self-similar exact solutions in symmetric telep...
We investigate the existence of anisotropic self-similar exact solutions in symmetric teleparallel $...
Exact self-similar spatially inhomogeneous $\rm G_2$ cosmological models are found in a class of sc...
We study the models and their particular case, the so-called -models under the self-similarity hypo...
The gravitational interaction is scale-free in both Newtonian gravity and general theory of relativi...
We study how the constants G and Λ may vary in four different theoretical models: general relativity...
We present a study of Bianchi class A tilted cosmological models admitting a proper homothetic vecto...
The equivalence principle has proven to be central to theories of gravity, with General Relativity b...
Exact and analytic solutions in Einstein–Aether scalar field theory with Kantowski–Sachs background ...
Abstract: A new class of a spatially homogeneous and anisotropic Bianchi type-V cosmological models ...
We study cosmological models in scalar tensor theories of gravity with power-law potentials as model...
This research is an extension of the author's works, in which conformally invariant generalization o...
We investigate static spherically-symmetric configurations of gravitating masses in the bimetric sca...
We discuss the global properties of static, spherically symmetric configurations of a self-gravitati...
We discuss the global properties of static, spherically symmetric configurations of a self-gravitati...
Abstract We investigate the existence of anisotropic self-similar exact solutions in symmetric telep...
We investigate the existence of anisotropic self-similar exact solutions in symmetric teleparallel $...