Z(5): critical point symmetry for the prolate to oblate nuclear shape phase transition von Bonatsos, Dennis, Lenis, D., Petrellis, D., Terziev, P.A.

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X(3): an exactly separable γ-rigid version of the X(5) critical point symmetry von Bonatsos, Dennis, Lenis, D., Petrellis, D., Terziev, P.A., Yigitoglu, I.

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Ground state bands of the E(5) and X(5) critical symmetries obtained from Davidson potentials through a variational procedure von Bonatsos, Dennis, Lenis, D., Minkov, N., Petrellis, D., Raychev, P.P., Terziev, P.A.

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γ-rigid solution of the Bohr Hamiltonian for γ=30° compared to the E(5) critical point symmetry von Bonatsos, Dennis, Lenis, D., Petrellis, D., Terziev, P.A., Yigitoglu, I.

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Sequence of potentials interpolating between the U(5) and E(5) symmetries von Bonatsos, Dennis, Lenis, D., Minkov, N., Raychev, P. P., Terziev, P. A.

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An application of the three-dimensional q-deformed harmonic oscillator to the shell model von Raychev, P P, Roussev, R P, Iudice, N Lo, Terziev, P A

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Z(4): -rigid Solution of the Bohr Hamiltonian for = 30 deg Compared to the E(5) Critical Point Symmetry von Bonatsos, D, Lenis, D, Petrellis, D, Terziev, P A, Yigitoglu, I

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Sequence of potentials lying between the U(5) and X(5) symmetries von Bonatsos, Dennis, Lenis, D., Minkov, N., Raychev, P. P., Terziev, P. A.

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The 3-dimensional q-deformed harmonic oscillator and magic numbers of alkali metal clusters von Bonatsos, Dennis, Karoussos, N., Raychev, P.P., Roussev, R.P., Terziev, P.A.

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Extended E(5) and X(5) symmetries: Series of models providing parameter-independent predictions von Bonatsos, D., Lenis, D., Minkov, N., Raychev, P. P., Terziev, P. A.

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Supershells in deformed harmonic oscillators and atomic clusters von Bonatsos, Dennis, Lenis, D., Raychev, P. P., Terziev, P. A.

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Derivation of shell effects and magic numbers in metal clusters by the application of Strutinsky's method to the Clemenger-Nilsson and q-deformed 3-D harmonic oscillator models von Bonatsos, D., Kuleff, A. I., Maruani, J., Raychev, P. P., Terziev, P. A.

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E(5) and X(5) critical point symmetries obtained from Davidson potentials through a variational procedure von Bonatsos, Dennis, Lenis, D., Minkov, N., Petrellis, D., Raychev, P. P., Terziev, P. A.

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Deformed harmonic oscillators for metal clusters: Analytic properties and supershells von Bonatsos, Dennis, Lenis, D., Raychev, P. P., Terziev, P. A.

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Comparison of the E(5) Critical Point Symmetry to the {gamma}-Rigid Solution of The Bohr Hamiltonian for {gamma} =30 deg von Bonatsos, D., Lenis, D., Petrellis, D., Terziev, P. A., Yigitoglu, I.

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An Exactly Separable {gamma}-Rigid Version of The X(5) Critical Point Symmetry von Bonatsos, D., Lenis, D., Petrellis, D., Terziev, P. A., Yigitoglu, I.

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Comparison of the E(5) Critical Point Symmetry to the gamma-Rigid Solution of The Bohr Hamiltonian for gamma=30 deg von Bonatsos, D, Lenis, D, Petrellis, D, Terziev, P A, Yigitoglu, I

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Rotationally invariant Hamiltonians for nuclear spectra based on quantum algebras von Bonatsos, Dennis, Kotsos, B. A., Raychev, P. P., Terziev, P. A.

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Unified description of magic numbers of metal clusters in terms of the three-dimensional q -deformed harmonic oscillator von Bonatsos, Dennis, Karoussos, N., Lenis, D., Raychev, P. P., Roussev, R. P., Terziev, P. A.

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Molecular spectra from rotationally invariant Hamiltonians based on the quantum algebra suq(2) and irreducible tensor operators under suq(2) von Bonatsos, Dennis, Kotsos, B. A., Raychev, P. P., Terziev, P. A.

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