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Results 1 to 20 of 77 for query "D.Bonatsos". (0.00 sec.)

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Nuclear $eta$- and $gamma$- Collective Bands in the SU$_q$(2) Rotator Model
N. Minkov; S. B. Drenska; P. P. Raychev; R. P. Roussev; D. Bonatsos;
9 May 1996 / Collective Motion and Nuclear Dynamics, ed. A. A. Raduta, D. S. Delion, and I. I. Ursu (World Scientific, Singapore, 1996) p. 556

Unified description of magic numbers of metal clusters in terms of the 3-dimensional q-deformed harmonic oscillator
D. Bonatsos; N. Karoussos; D. Lenis; P. P. Raychev; R. P. Roussev; P. A. Terziev;
29 May 2001 / Phys. Rev. A 62 (2000) 013203

Quantum algebraic symmetries in atomic clusters, molecules and nuclei
D.Bonatsos; N. Karoussos; P. P. Raychev; R. P. Roussev;
29 May 2001 / Condensed Matter Theor. 15 (2000) 25

Staggering effects in nuclear and molecular spectra
D. Bonatsos; N. Karoussos; C. Daskaloyannis; S. B. Drenska; N. Minkov; P. P. Raychev; R. P. Roussev; J. Maruani;
5 Jun 2001 / Prog. Theor. Chem. Phys. 6 : New Trends in Quantum Systems in Chemistry and Physics, ed. J. Maruani, C. Minot, R. McWeeny, Y. G. Smeyers, and S. Wilson, Vol. I (Kluwer, Dordrecht, 2001) p. 393.

Delta I = 2 staggering in rotational bands of diatomic molecules as a manifestation of interband interactions
D. Bonatsos; C. Daskaloyannis; S. B. Drenska; N. Karoussos; J. Maruani; N. Minkov; P. P. Raychev; R. P. Roussev;
1 Jun 2001 / Phys.Rev. A60 (1999) 253

"Beat" patterns for the odd-even staggering in octupole bands from a quadrupole-octupole Hamiltonian
N. Minkov; S. B. Drenska; P. P.Raychev; R. P. Roussev; D. Bonatsos;
5 Jun 2001 / Phys. Rev. C 63 (2001) 044305

Rotations of nuclei with reflection asymmetry correlations
N. Minkov; S. B. Drenska; P. P. Raychev; R. P. Roussev; D. Bonatsos;
1 Jun 2001

Delta I = 1 staggering in octupole bands of light actinides: "Beat" patterns
D. Bonatsos; C. Daskaloyannis; S. B. Drenska; N. Karoussos; N. Minkov; P. P. Raychev; R. P. Roussev;
31 May 2001 / Phys. Rev. C 62 (2000) 024301. Erratum Phys. Rev. C 63 (2001) 049902.

Symmetries and staggering effects in nuclear rotational spectra
N. Minkov; S. B. Drenska; P. P. Raychev; R. P. Roussev; D. Bonatsos;
30 May 2001

10.

Broken SU(3) symmetry in deformed even-even nuclei
N. Minkov; S. B. Drenska; P. P. Raychev; R. P. Roussev; D. Bonatsos;
28 Feb 1997 / Phys.Rev. C55 (1997) 2345-2360

11.

Bohr Hamiltonian with a deformation-dependent mass term: physical meaning of the free parameter
Dennis Bonatsos; N. Minkov; D. Petrellis;
24 Jun 2015

12.

Octupole deformation in light actinides within an analytic quadrupole octupole axially symmetric model with Davidson potential
Dennis Bonatsos; Andriana Martinou; N. Minkov; S. Karampagia; D. Petrellis;
19 Apr 2015

13.

Proxy-SU(3) symmetry for heavy deformed nuclei: nuclear spectra
D. Bonatsos; I.E. Assimakis; A. Martinou; S. K. Peroulis; S. Sarantopoulou; N. Minkov;
6 Dec 2019

14.

Manifestations of SU(3) symmetry in heavy deformed nuclei
D. Bonatsos; A. Martinou; I.E. Assimakis; S. Sarantopoulou; S. Peroulis; N. Minkov;
4 Sep 2019

15.

Synergy of nuclear data systematics and proxy-SU(3) in planning future experiments in the superheavies mass region
S.K.Peroulis; S.B. Bofos; T.J. Mertzimekis; A. Martinou; D. Bonatsos;
12 Nov 2018

16.

Magic numbers for shape coexistence
I. E. Assimakis; D. Bonatsos; A. Martinou; S. Sarantopoulou; S. Peroulis; T. Mertzimekis; N. Minkov;
2 Nov 2018

17.

Parameter-independent predictions for nuclear shapes and B(E2) transition rates in the proxy-SU(3) model
A. Martinou; S. Peroulis; D. Bonatsos; I. E. Assimakis; S. Sarantopoulou; N. Minkov; R. B. Cakirli; R. F. Casten; K. Blaum;
12 Dec 2017

18.

Gamma-rigid solution of the Bohr Hamiltonian for gamma = 30 degrees compared to the E(5) critical point symmetry
Dennis Bonatsos; D. Lenis; D. Petrellis; P. A. Terziev; I. Yigitoglu;
8 Jul 2005 / Phys.Lett. B621 (2005) 102-108

19.

Analytic Description of Critical Point Actinides in a Transition from Octupole Deformation to Octupole Vibrations
Dennis Bonatsos; D. Lenis; N. Minkov; D. Petrellis; P. Yotov;
5 May 2005 / Phys.Rev. C71 (2005) 064309

20.

W(5): Wobbling Mode in the Framework of the X(5) Model
Dennis Bonatsos; D. Lenis; D. Petrellis; P. A. Terziev;
2 Jun 2004

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