16 citations · 23 across the 11 of their papers we have counts for
16 papers
Rényi and Tsallis information entropies for a harmonic position-dependent mass
Dorcas A. Addo, Daniel Sabi-Takou, Eugene Adjei +1
In this paper, we study Renyi and Tsallis information entropies for a Hamiltonian system with position-dependent mass confined in harmonic oscillator potential. Gegenbauer polynomi…
Deformed Heisenberg algebra and its Hilbert space representations
Latévi M. Lawson, Ibrahim Nonkané, Kinvi Kangni
A deformation of Heisenberg algebra induces among other consequences a loss of Hermiticity of some operators that generate this algebra. Therefore, these operators are not Hermitia…
Gazeau-Klauder coherent states for a harmonic position-dependent mass
Daniel Sabi Takou, Assimiou Yarou Mora, Ibrahim Nonkané +2
In this paper, we study the dynamic of position-dependent mass system confined in harmonic oscillator potential. We derive the eigensystems by solving the Schr\''odinger-like equat…
Hilbert space representation for quasi-Hermitian position-deformed Heisenberg algebra and Path integral formulation
Thomas Katsekpor, Latévi M. Lawson, Prince K. Osei +1
Position deformation of a Heisenberg algebra and Hilbert space representation of both maximal length and minimal momentum uncertainties may lead to loss of Hermiticity of some oper…
Path integral in position-deformed Heisenberg algebra with strong quantum gravitational measurement
Latévi M. Lawson, Prince K. Osei, Komi Sodoga +1
Position-deformed Heisenberg algebra with maximal length uncertainty has recently been proven to induce strong quantum gravitational fields at the Planck scale (2022 J. Phys. A: Ma…
Invariant differential operators and the generalized symmetric group
Ibrahim Nonkané, Latévi M. Lawson
In this paper we study the decomposition of the direct image of $π_+(\Oc_{X})$ the polynomial ring $\Oc_X$ as a $\D$-module, under the map $π: \spec \Oc_{X} \to \spec \Oc_{X}^{G(r,…