In this paper, the spin-one Duffin–Kemmer–Petiau equation in (1+ 3) dimensions with a
modified Kratzer potential is considered in the non-commutative space framework. The …

In this contribution, we study the effects of space noncommutativity on the Landau system for
a neutral particle with induced electric dipole moment subject to a linear confining potential …

Bound states solutions and radial wave functions of a Landau system for a moving neutral
particle that possesses an electric quadrupole moment under the Kratzer potential are …

While basing on the study that we we achieved on pseudodifferential operators in the works
[arXiv: 0708.4046 and hep‐th/0610056], we interest in this paper to the construction of the …

We present in this work a systematic study of integrable models and supersymmetric
extensions of the Gelfand-Dickey algebra of pseudo differential operators. We describe in …

In the present contribution, the Hirota-Satsuma coupled KdV hierarchy on noncommutative
phase-space is investigated using the noncommutative extension of Lax pair generating …

The main task of this work concerns integrable models and supersymmetric extensions of
the Gelfand-Dickey algebra of pseudo differential operators. The consistent and systematic …

Given the importance of pseudo differential operators in physics, we present in this paper
the useful background to study the algebraic structure of fractional pseudo differential …

In This paper we will study Non commutative sln-KdV hierarchy equations by the means of
Moyal Non commutative Lax generating technics. We will make some consistent …