In this paper, the algebras, representations, and thermostatistics of four types of fermionic q-
oscillator models, called fermionic Newton (FN), Chaichian-Kulish-Ng (CKN), Parthasarathy …

We present a formulation of deformed oscillator algebra which leads to intermediate
statistics as a continuous interpolation between Bose–Einstein and Fermi–Dirac statistics. It …

We consider a system of two-parameter deformed boson oscillators whose spectrum is
given by a generalized Fibonacci sequence. In order to establish the role of the deformation …

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 …

We propose a new model for studying the dark constituents of the universe by regarding the
dark energy as aq-deformed scalar field interacting with the dark matter, in the framework of …

In this paper, we propose a new approach to study the dark sector of the universe by
considering the dark energy as an emerging q‐deformed bosonic scalar field which is not …

We discuss the algebras, representations, and thermodynamics of quantum group bosonic
gas models with two different symmetries: GL p, q (2) and SU_q_1/q_2(2). We establish the …

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

The theory of q-deformed fermions is one of the theories of q-deformed oscillators. Within the
framework of this theory and the traditional fluctuation theory, we investigate fluctuations of q …

In this paper, we propose a new approach to study the dark sector of the universe by
considering the dark energy as an emerging 𝑞-deformed bosonic scalar field which is not …