We use data onmassive galaxy clusters (Mcluster> 8 × 1014h −1M within a comoving radius of Rcluster = 1.5h −1 Mpc) in the redshift range 0.05 z 0.83 to place constraints, simultaneously, on the nonrelativistic ...

We propose a simple modification, the Gaussian truncation, of the probability density function which was obtained by Beck (2001) to fit the experimental distribution of fluid particle acceleration component from fully ...

In this work, we have considered the power-law correction of entropy on the horizon. If the flat FRW Universe is filled with the n components fluid with interactions, the GSL of thermodynamics for apparent and event ...

We study the generalized second law (GSL) of thermodynamics in f(T ) cosmology. We consider the universe as a closed bounded system filled with n component fluids in the thermal equilibrium with the cosmological boundary. ...

Media with anisotropic properties are widely used in modern radio electronics, an astrophysics, and in plasma physics. Anisotropicmaterials have foundwide application in the microcircuits working on ultrahigh frequencies. ...

We consider the thermodynamics and Geometrothermodynamics of the Myers-Perry black holes in five dimensions for three different cases, depending on the values of the angular momenta. We follow Davies approach to study ...

The deep interrelation between many nonlinear differential equations of the classical differential geometry of surfaces and modern soliton equations is well established now

The connection between geometry and nonlinear partial differential equations (NPDE) has been studied in mathematics and physics for more than a century. For instance, the classical Liouville equation describes minimal ...

In the present work we analyze the g-essence model for the particular Lagrangian: L = R+2[αXn+ Y − V (ψ, ¯ ψ)]. The g-essence models were proposed recently as an alternative and a generalization of the scalar ...