88 citations · 407 across the 25 of their papers we have counts for
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Deformed Harmonic Oscillators for Metal Clusters and Balian-Bloch Theory
Dennis Bonatsos, D. Lenis, P. P. Raychev +1
The predictions for the shell structure of metal clusters of the three-dimensional q-deformed harmonic oscillator (3D q-HO), utilizing techniques of quantum groups and having the s…
Molecular Spectra from Rotationally Invariant Hamiltonians Based on the Quantum Algebra SUq(2) and Irreducible Tensor Operators under SUq(2)
Dennis Bonatsos, B. A. Kotsos, P. P. Raychev +1
The rotational invariance under the usual physical angular momentum of the SUq(2) Hamiltonian for the description of rotational molecular spectra is explicitly proved and a connect…
Quantum algebraic symmetries in atomic clusters, molecules and nuclei
D. Bonatsos, N. Karoussos, P. P. Raychev +1
Quantum algebras (also called quantum groups) are deformed versions of the usual Lie algebras, to which they reduce when the deformation parameter q is set equal to unity. From the…
The 3-Dimensional q-Deformed Harmonic Oscillator and Magic Numbers of Alkali Metal Clusters
Dennis Bonatsos, N. Karoussos, P. P. Raychev +2
Magic numbers predicted by a 3-dimensional q-deformed harmonic oscillator with Uq(3) > SOq(3) symmetry are compared to experimental data for alkali metal clusters, as well as to th…