Abstract Though very popular, Bose–Einstein condensate models of dark matter have some
difficulties. Here we propose the so-called μ-Bose gas model (μ-BGM) as a model of dark …

In this paper we derive a novel cosmological model from the f (R, T) theory of gravitation, for
which R is the Ricci scalar and T is the trace of the energy‐momentum tensor. We consider …

In this work, we explore the Tsallis holographic dark energy (THDE) model with IR cutoff as
Granda–Oliveros horizon describing the Universe experiencing an accelerating expansion …

In this paper, we report the existence of transitioning scenario of Bianchi type I universe in
the context of f (R, T) gravity with special case f (R, T)= f 1 (R)+ f 2 (R) f 3 (T) and its functional …

In this study, we consider a deformed gas of the bosonic Fibonacci oscillators, whose
properties enable us to develop both an intermediate-statistics behavior and an energy …

In this paper, we consider a system of the q-deformed bosonic Tamm-Dancoff oscillators,
whose spectrum has some exponential cutoff factors at high energies. We first investigate …

We consider diverse deformed Bose gas models (DBGMs) focusing on distributions and
correlations of any order, and also on deformed thermodynamics. For so-called μ-deformed …

In this work, we present a new algebraic modelby constructing the modified multi-
dimensional q-deformed bosonic and fermionic Newton oscillator algebras. This …

In this work, after introducing the main algebraic and representative properties of the
quantum mechanics with Dunkl derivative, two-particle system with exchange symmetry is …

By considering p, q-deformed and μ-deformed algebras, we propose an association of them
to form a hybrid deformed algebra. The increased number of available parameters can …