Author

Bonatsos, Dennis

INSPIRE profile1015890 ORCID0000-0003-1728-0910

118 papers·2,625 citations in this corpus

	Paper	Category
Jun 19, 2026#12606.19829	Parameter-free deformation variables of the proxy-SU(3) symmetry in even-even actinide, superheavy and hyperheavy nuclei with Z=82-126, N=82-258 Dennis Bonatsos · V. K. B. Kota · Andriana Martinou · S. K. Peroulis · D. Petrellis · P. Vasileiou · T. J. Mertzimekis · N. Minkov	nucl-th	Symmetry	0
Jun 11, 2026#52606.12264	The Confined beta-Soft rotor model in rare-earth nuclei Jim A. Papadopoulos · T.J. Mertzimekis · P. Koseoglou · P. Vasileiou · Dennis Bonatsos	nucl-th	Atom.Data Nucl.Data Tabl.	0
Apr 15, 2026#12604.11918	Parameter-free deformation variables of the proxy-SU(3) symmetry in even-even atomic nuclei with Z=28-82, N=28-126 Dennis Bonatsos · V. K. B. Kota · Andriana Martinou · S. K. Peroulis · D. Petrellis · P. Vasileiou · T. J. Mertzimekis · N. Minkov	nucl-th	—	0
Jan 16, 2026#62601.10447	Islands of shape coexistence for Z=38-84 in a non-relativistic mean-field approach using Hartree-Fock-Bogoliubov theory Malik A. Hasan · Dennis Bonatsos	nucl-th	PRC	1
May 27, 2025#52505.19753	Triaxial shapes in even-even nuclei: A theoretical overview Dennis Bonatsos🇬🇷 · Andriana Martinou🇬🇷 · S.K. Peroulis🇬🇷 · D. Petrellis🇨🇿 · P. Vasileiou🇬🇷 · T.J. Mertzimekis🇬🇷 · N. Minkov🇧🇬	nucl-th	Atoms	6
Dec 6, 2024#12412.03692	Robustness of the proxy-SU(3) symmetry in atomic nuclei and the role of the next highest weight irreducible representation Dennis Bonatsos · Andriana Martinou · S.K. Peroulis · D. Petrellis · P. Vasileiou · T.J. Mertzimekis · N. Minkov	nucl-th	Symmetry	7
Nov 20, 2024#42411.12281	Preponderance of triaxial shapes in atomic nuclei predicted by the proxy-SU(3) symmetry Dennis Bonatsos · Andriana Martinou · S.K. Peroulis · D. Petrellis · P. Vasileiou · T.J. Mertzimekis · N. Minkov	nucl-th	J.Phys.G	12
Sep 9, 2024#32409.04357	Seven years of the proxy-SU(3) shell model symmetry Dennis Bonatsos · Andriana Martinou · S.K. Peroulis · T.J. Mertzimekis · N. Minkov	nucl-th	EPJ Web Conf.	0
Jul 24, 2024#32407.16428	Phase transitions in N = 40, 60 and 90 nuclei A. Prášek🇨🇿 · P. Alexa🇨🇿 · D. Bonatsos🇬🇷 · G. Thiamová🇫🇷 · D. Petrellis🇨🇿 · P. Veselý🇨🇿	nucl-th	PRC	4
Apr 30, 2024#32404.17782	Prolate-oblate shape transitions and O(6) symmetry in even-even nuclei: A theoretical overview Dennis Bonatsos · Andriana Martinou · S.K. Peroulis · T.J. Mertzimekis · N. Minkov	nucl-th	Phys.Scripta	18
Jan 29, 2024#92401.14917	Direct WIMP detection rates for transitions in isomeric nuclei M.V Smirnov🇩🇪 · G. Yang🇺🇸 · Yu.N. Novikov🇷🇺 · J.D. Vergados🇬🇷 · D. Bonatsos🇬🇷	↳ hep-ph	NPB	4
Nov 8, 2023#52311.03960	Algebraic solutions for $o (12) \leftrightarrow u (2) \otimes u (10)$ quantum phase transitions in the proton-neutron interacting boson model M. M. Hammad · Andriana Martinou · Dennis Bonatsos	nucl-th	NPA	1
Nov 7, 2023#72311.03066	Triaxial nuclei and analytical solutions of the conformable fractional Bohr Hamiltonian with some exponential-type potentials M. M. Hammad · M. M. Yahia · Dennis Bonatsos	nucl-th	NPA	5
Aug 30, 2023#32308.15393	Shape coexistence in even-even nuclei: A theoretical overview Dennis Bonatsos · Andriana Martinou · S.K. Peroulis · T.J. Mertzimekis · N. Minkov	nucl-th	Atoms	43
May 30, 2023#22305.17550	Signatures for shape coexistence and shape/phase transitions in even-even nuclei Dennis Bonatsos · Andriana Martinou · S.K. Peroulis · T.J. Mertzimekis · N. Minkov	nucl-th	J.Phys.G	27
Dec 19, 2022#32212.08494	The proxy-SU(3) symmetry in atomic nuclei Dennis Bonatsos · Andriana Martinou · S.K. Peroulis · T.J. Mertzimekis · N. Minkov	nucl-th	Symmetry	34
Dec 13, 2022#62212.05940	Islands of shape coexistence: theoretical predictions and experimental evidence Andriana Martinou · Dennis Bonatsos · S.K. Peroulis · K.E. Karakatsanis · T.J. Mertzimekis · N. Minkov	nucl-th	Symmetry	18
Oct 31, 2022#22210.16067	Islands of shape coexistence from single-particle spectra in covariant density functional theory Dennis Bonatsos · K.E. Karakatsanis · Andriana Martinou · T.J. Mertzimekis · N. Minkov	nucl-th	PRC	29
Oct 25, 2022#12210.12779	Islands of shape coexistence in proxy-SU(3) symmetry and in covariant density functional theory Dennis Bonatsos · K.E. Karakatsanis · Andriana Martinou · T.J. Mertzimekis · N. Minkov	nucl-th	Nucl.Theor.	0
Apr 5, 2022#12204.00805	Microscopic origin of shape coexistence in the N=90, Z=64 region Dennis Bonatsos · K.E. Karakatsanis · Andriana Martinou · T.J. Mertzimekis · N. Minkov	nucl-th	PLB	19
Oct 18, 2021#22110.08231	Unified picture of nucleon pairs playing leading roles in nuclear collectivity Dennis Bonatsos · Andriana Martinou · I.E. Assimakis · S.K. Peroulis · S. Sarantopoulou · N. Minkov	nucl-th	Bulg.J.Phys.	2
Jul 20, 2021#62107.08968	Highest weight irreducible representations favored by nuclear forces within SU(3)-symmetric fermionic systems Andriana Martinou · S. Sarantopoulou · K.E. Karakatsanis · Dennis Bonatsos	nucl-th	EPJ Web Conf.	5
Jul 20, 2021#82107.08993	Connecting the proxy-SU(3) symmetry to the shell model Dennis Bonatsos · Andriana Martinou · I. E. Assimakis · S.K. Peroulis · S. Sarantopoulou · N. Minkov	nucl-th	EPJ Web Conf.	6
Mar 2, 2021#92103.00979	Resolution of the spin paradox in the Nilsson model Hadi Sobhani🇮🇷 · Hassan Hassanabadi🇮🇷 · Dennis Bonatsos🇬🇷	nucl-th	Eur.Phys.J.Plus	7
Feb 11, 2021#12102.05133	The islands of shape coexistence within the Elliott and the proxy-SU(3) Models Andriana Martinou🇬🇷 · Dennis Bonatsos🇬🇷 · T. J. Mertzimekis🇬🇷 · K. E. Karakatsanis🇬🇷 · I.E. Assimakis🇬🇷 · S. K. Peroulis🇬🇷 · S. Sarantopoulou🇬🇷 · N. Minkov🇧🇬	nucl-th	EPJA	55
Feb 9, 2021#72102.04409	Why nuclear forces favor the highest weight irreducible representations of the fermionic SU(3) symmetry Andriana Martinou🇬🇷 · Dennis Bonatsos🇬🇷 · K.E. Karakatsanis🇬🇷 · S. Sarantopoulou🇬🇷 · I.E. Assimakis🇬🇷 · S.K. Peroulis🇬🇷 · N. Minkov🇧🇬	nucl-th	EPJA	28
Sep 2, 2020#22009.00307	Proxy-SU(3) symmetry in the shell model basis Andriana Martinou · Dennis Bonatsos · N. Minkov · I.E. Assimakis · S. K. Peroulis · S. Sarantopoulou · J. Cseh	nucl-th	EPJA	40
Sep 2, 2020#82009.00468	Parameter-free predictions for the collective deformation variables beta and gamma within the pseudo-SU(3) scheme Dennis Bonatsos · Andriana Martinou · S. Sarantopoulou · I.E. Assimakis · S. K. Peroulis · N. Minkov	nucl-th	Eur.Phys.J.ST	22
Sep 1, 2020#32008.13220	Shell model structure of proxy-SU(3) pairs of orbitals Dennis Bonatsos · Hadi Sobhani · Hassan Hassanabadi	nucl-th	Eur.Phys.J.Plus	24
Sep 1, 2020#52008.13256	Breaking SU(3) spectral degeneracies in heavy deformed nuclei Dennis Bonatsos · I.E. Assimakis · Andriana Martinou · S. Peroulis · S. Sarantopoulou · N. Minkov	nucl-th	—	2
Dec 10, 2019#11912.03319	Connection between Elliott SU(3) and spherical shell model bases A. Martinou · N. Minkov · S. Sarantopoulou · S. Peroulis · I. E. Assimakis · D. Bonatsos	nucl-th	Bulg.J.Phys.	1
Dec 9, 2019#81912.03293	Proxy-SU(3) symmetry for heavy deformed nuclei: nuclear spectra D. Bonatsos · I.E. Assimakis · A. Martinou · S. K. Peroulis · S. Sarantopoulou · N. Minkov	nucl-th	Bulg.J.Phys.	5
Sep 5, 2019#61909.01967	Manifestations of SU(3) symmetry in heavy deformed nuclei D. Bonatsos · A. Martinou · I.E. Assimakis · S. Sarantopoulou · S. Peroulis · N. Minkov	nucl-th	Nucl.Theor.	0
Sep 4, 2019#11909.00233	Magic numbers of cylindrical symmetry Andriana Martinou · Dennis Bonatsos	nucl-th	—	2
Nov 13, 2018#91811.04823	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	nucl-th	Adv.Nucl.Phys.	0
Nov 6, 2018#21811.01071	Magic numbers for shape coexistence I. E. Assimakis · D. Bonatsos · A. Martinou · S. Sarantopoulou · S. Peroulis · T. Mertzimekis · N. Minkov	nucl-th	Adv.Nucl.Phys.	3
Oct 30, 2018#21810.11858	Particle-hole symmetry breaking due to Pauli blocking D. Bonatsos · I. E. Assimakis · A. Martinou · S. Sarantopoulou · S. Peroulis · N. Minkov	nucl-th	—	1
Oct 30, 2018#31810.11860	Nucleon numbers for nuclei with shape coexistence A. Martinou · D. Bonatsos · N. Minkov · T. Mertzimekis · I.E. Assimakis · S. Peroulis · S. Sarantopoulou	nucl-th	Adv.Nucl.Phys.	9
Oct 30, 2018#41810.11866	Why do Nilsson quantum numbers remain good at moderate deformations? D. Bonatsos · I.E. Assimakis · A. Martinou · S. Peroulis · S. Sarantopoulou · N. Minkov	nucl-th	Nucl.Theor.	1
Oct 30, 2018#51810.11870	Highest weight SU(3) irreducible representations for nuclei with shape coexistence A. Martinou · D. Bonatsos · N. Minkov · I.E. Assimakis · S. Sarantopoulou · S. Peroulis	nucl-th	Nucl.Theor.	4
Dec 13, 2017#21712.04126	A new scheme for heavy nuclei: proxy-SU(3) D. Bonatsos · R. F. Casten · A. Martinou · I. E. Assimakis · N. Minkov · S. Sarantopoulou · R. B. Cakirli · K. Blaum	nucl-th	Adv.Nucl.Phys.	5
Dec 13, 2017#31712.04134	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	nucl-th	Adv.Nucl.Phys.	1
Nov 28, 2017#21711.09201	Parameter free predictions within the proxy-SU(3) model A. Martinou · D. Bonatsos · I.E. Assimakis · N. Minkov · S. Sarantopoulou · R.B. Cakirli · R.F. Casten · K. Blaum	nucl-th	Bulg.J.Phys.	9
Nov 27, 2017#21711.08596	Proxy-SU(3): A symmetry for heavy nuclei D. Bonatsos · I.E. Assimakis · N. Minkov · A. Martinou · S. K. Peroulis · S. Sarantopoulou · R.B. Cakirli · R.F. Casten · K. Blaum	nucl-th	Bulg.J.Phys.	10
Nov 27, 2017#51711.08867	Foundations of the proxy-SU(3) symmetry in heavy nuclei I.E. Assimakis · D. Bonatsos · N. Minkov · A. Martinou · R.B. Cakirli · R.F. Casten · K. Blaum	nucl-th	Bulg.J.Phys.	2
Nov 17, 2017#11711.05888	Proxy-SU(3) symmetry in heavy nuclei: Prolate dominance and prolate-oblate shape transition S. Sarantopoulou · D. Bonatsos · I.E. Assimakis · N. Minkov · A. Martinou · R.B. Cakirli · R.F. Casten · K. Blaum	nucl-th	Bulg.J.Phys.	16
Jul 13, 2017#31707.03763	Prolate over oblate dominance in deformed nuclei as a consequence of the SU(3) symmetry and the Pauli principle Dennis Bonatsos	nucl-th	EPJA	41
Jun 20, 2017#71706.05808	A symmetry for heavy nuclei: Proxy-SU(3) Dennis Bonatsos🇬🇷 · I. E. Assimakis🇬🇷 · N. Minkov🇧🇬 · Andriana Martinou🇬🇷 · R. B. Cakirli🇹🇷 · R. F. Casten🇺🇸 · K. Blaum🇩🇪	nucl-th	—	1
Jun 20, 2017#81706.05817	Proxy-SU(3) symmetry in heavy nuclei: Foundations Dennis Bonatsos🇬🇷 · I. E. Assimakis🇬🇷 · N. Minkov🇧🇬 · Andriana Martinou🇬🇷 · R. B. Cakirli🇹🇷 · R. F. Casten🇺🇸 · K. Blaum🇩🇪	nucl-th	—	1
Jun 20, 2017#91706.05832	Parameter-independent predictions for shape variables of heavy deformed nuclei in the proxy-SU(3) model Dennis Bonatsos🇬🇷 · I. E. Assimakis🇬🇷 · N. Minkov🇧🇬 · Andriana Martinou🇬🇷 · S. Sarantopoulou🇬🇷 · R. B. Cakirli🇹🇷 · R. F. Casten🇺🇸 · K. Blaum🇩🇪	nucl-th	—	6
Jun 20, 2017#101706.05844	Prolate dominance and prolate-oblate shape transition in the proxy-SU(3) model Dennis Bonatsos🇬🇷 · I. E. Assimakis🇬🇷 · N. Minkov🇧🇬 · Andriana Martinou🇬🇷 · S. Sarantopoulou🇬🇷 · R. B. Cakirli🇹🇷 · R. F. Casten🇺🇸 · K. Blaum🇩🇪	nucl-th	—	1
Jun 9, 2017#11706.02321	Analytic predictions for nuclear shapes, the prolate dominance and the prolate-oblate shape transition in the proxy-SU(3) model Dennis Bonatsos · I. E. Assimakis · N. Minkov · Andriana Martinou · S. Sarantopoulou · R. B. Cakirli · R. F. Casten · K. Blaum	nucl-th	PRC	113
Jun 8, 2017#21706.02282	Proxy-SU(3) symmetry in heavy deformed nuclei Dennis Bonatsos · I. E. Assimakis · N. Minkov · Andriana Martinou · R. B. Cakirli · R. F. Casten · K. Blaum	nucl-th	PRC	98
Nov 23, 2015#61511.06688	Various aspects of the Deformation Dependent Mass model of nuclear structure D. Petrellis · Dennis Bonatsos · N. Minkov	nucl-th	Bulg.J.Phys.	1
Oct 7, 2015#41510.01473	Proton-Neutron Pairs in Heavy Deformed Nuclei Dennis Bonatsos · I.E. Assimakis · Andriana Martinou	nucl-th	Bulg.J.Phys.	4
Jun 25, 2015#31506.07444	Analytical solutions for the Bohr Hamiltonian with the Woods-Saxon potential M. Capak · D. Petrellis · B. Gonul · Dennis Bonatsos	nucl-th	J.Phys.G	37
Jun 25, 2015#41506.07479	Bohr Hamiltonian with a deformation-dependent mass term: physical meaning of the free parameter Dennis Bonatsos · N. Minkov · D. Petrellis	nucl-th	J.Phys.G	17
May 12, 2015#41505.02730	Regularity and chaos in 0+ states of the interacting boson model using quantum measures S. Karampagia · Dennis Bonatsos · R. F. Casten	nucl-th	PRC	14
Apr 21, 2015#21504.04837	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	nucl-th	PRC	29
Oct 30, 2013#2*1310.7599	Emergent Collectivity in Nuclei and Enhanced Proton-Neutron Interactions Dennis Bonatsos · S.Karampagia · R.B. Cakirli · R.F. Casten · K. Blaum · L. Amon Susam	nucl-th	PRC	47
Aug 6, 2013#8*1308.1025	Bohr Hamiltonian with deformation-dependent mass term for the Kratzer potential Dennis Bonatsos · P. E. Georgoudis · N. Minkov · D. Petrellis · C. Quesne	nucl-th	PRC	96
Aug 5, 2011#3*1108.0994	Electric quadrupole transitions of the Bohr Hamiltonian with the Morse potential I. Inci🇮🇹 · D. Bonatsos🇬🇷 · I. Boztosun🇹🇷	nucl-th	PRC	32
Apr 13, 2011#3*1104.2104	Analytic derivation of an approximate SU(3) symmetry inside the symmetry triangle of the Interacting Boson Approximation model Dennis Bonatsos🇬🇷 · S. Karampagia🇬🇷 · R.F. Casten🇺🇸	nucl-th	PRC	6
Mar 31, 2011#4*1103.5935	Bohr Hamiltonian with deformation-dependent mass term for the Davidson potential Dennis Bonatsos🇬🇷 · P. E. Georgoudis🇬🇷 · D. Lenis🇬🇷 · N. Minkov🇧🇬 · C. Quesne🇧🇪	nucl-th	PRC	103
Dec 17, 2010#5*1012.3519	Bohr Hamiltonian with Davidson potential for triaxial nuclei I. Yigitoglu🇹🇷 · Dennis Bonatsos🇬🇷	nucl-th	PRC	56
Dec 25, 2009#1*0912.4786	SU(3) quasidynamical symmetry underlying the Alhassid--Whelan arc of regularity Dennis Bonatsos🇬🇷 · E.A. McCutchan🇺🇸 · R.F. Casten🇺🇸	nucl-th	PRL	26
Dec 21, 2009#7*0912.3768	Bohr Hamiltonian with deformation-dependent mass term Dennis Bonatsos🇬🇷 · P. Georgoudis🇬🇷 · D. Lenis🇬🇷 · N. Minkov🇧🇬 · C. Quesne🇧🇪	nucl-th	PLB	33
Sep 8, 2009#3*0909.0997	Regularities and symmetries of subsets of collective 0+ states Dennis Bonatsos🇬🇷 · E.A. McCutchan🇺🇸 · R.F. Casten🇺🇸 · R.J. Casperson🇺🇸 · V. Werner🇺🇸 · E. Williams🇺🇸	nucl-th	PRC	19
Jul 29, 2008#2*0807.4372	0+ states in the large boson number limit of the Interacting Boson Approximation model Dennis Bonatsos🇬🇷 · E. A. McCutchan🇺🇸 · R. F. Casten🇺🇸	nucl-th	AIP Conf.Proc.	0
Jul 29, 2008#3*0807.4388	Simple, empirical order parameter for a first order quantum phase transition in atomic nuclei Dennis Bonatsos🇬🇷 · E.A. McCutchan🇺🇸 · R.F. Casten🇺🇸 · R.J. Casperson🇺🇸	nucl-th	PRL	50
Jul 29, 2008#4*0807.4410	Unified description of 0+ states in a large class of nuclear collective models Dennis Bonatsos🇬🇷 · E.A. McCutchan🇺🇸 · R.F. Casten🇺🇸	nucl-th	PRL	22
Jul 29, 2008#5*0807.4447	Exactly separable version of the Bohr Hamiltonian with the Davidson potential Dennis Bonatsos🇬🇷 · E. A. McCutchan🇺🇸 · N. Minkov🇬🇷 · R.F. Casten🇺🇸 · P. Yotov🇬🇷 · D. Lenis🇬🇷 · D. Petrellis🇬🇷 · I. Yigitoglu🇹🇷	nucl-th	PRC	77
Jul 29, 2008#7*0807.4466	What can we learn from the Interacting Boson Model in the limit of large boson numbers? Dennis Bonatsos🇬🇷 · E. A. McCutchan🇺🇸 · R. F. Casten🇺🇸	nucl-th	Adv.Nucl.Phys.	0
Jul 29, 2008#10*0807.4492	Shape/Phase Transitions and Critical Point Symmetries in Atomic Nuclei Dennis Bonatsos🇬🇷	nucl-th	—	4
Jul 29, 2008#11*0807.4506	Complementary descriptions of shape/phase transitions in atomic nuclei Dennis Bonatsos🇬🇷 · E. A. McCutchan🇺🇸 · N. V. Zamfir🇷🇴	nucl-th	—	0
Apr 14, 2008#1*0804.1775	Analytical solutions of the Bohr Hamiltonian with the Morse potential I. Boztosun🇹🇷 · D. Bonatsos🇬🇷 · I. Inci🇹🇷	nucl-th	PRC	51
Jan 22, 2007#3*nucl-th/0701055	Special Solutions of the Bohr Hamiltonian Related to Shape Phase Transitions in Nuclei Dennis Bonatsos🇬🇷 · D. Lenis🇬🇷 · D. Petrellis🇬🇷	nucl-th	Rom.Rep.Phys.	10
Dec 25, 2006#1*nucl-th/0612101	Exactly separable version of X(5) and related models D. Bonatsos🇬🇷 · D. Lenis🇬🇷 · E. A. McCutchan🇺🇸 · D. Petrellis🇬🇷 · I. Yigitoglu🇹🇷	nucl-th	PLB	33
Sep 20, 2006#2*nucl-th/0609051	Gamma-soft Analog of the Confined Beta-soft Rotor Model D. Bonatsos🇬🇷 · D. Lenis🇬🇷 · N. Pietralla🇩🇪 · P. A. Terziev🇧🇬	nucl-th	PRC	27
Jul 25, 2006#1*nucl-th/0607048	Connecting the X(5)- $β^{2}$ , X(5)- $β^{4}$ , and X(3) models to the shape/phase transition region of the interacting boson model E.A. McCutchan🇺🇸 · Dennis Bonatsos🇬🇷 · N.V. Zamfir🇷🇴	nucl-th	PRC	15
Mar 24, 2006#5*nucl-th/0603059	Nuclear collective motion with a coherent coupling interaction between quadrupole and octupole modes N. Minkov🇧🇬 · P. Yotov🇧🇬 · S. Drenska🇧🇬 · W. Scheid🇩🇪 · D. Bonatsos🇬🇷 · D. Lenis🇬🇷 · D. Petrellis🇬🇷	nucl-th	PRC	55
Mar 9, 2006#3*nucl-th/0603024	E(5), X(5), and Prolate to Oblate Shape Phase Transitions in Relativistic Hartree Bogoliubov Theory R. Fossion🇬🇷 · D. Bonatsos🇬🇷 · G. A. Lalazissis🇬🇷	nucl-th	PRC	80
Dec 26, 2005#1*nucl-th/0512091	Phase Transitions: Summary of Discussion Session II of Camerino 2005 D. Bonatsos🇬🇷	nucl-th	—	0
Dec 14, 2005#5*nucl-th/0512046	Analytical Special Solutions of the Bohr Hamiltonian D. Bonatsos🇬🇷 · D. Lenis🇬🇷 · D. Petrellis🇬🇷 · P. A. Terziev🇧🇬 · I. Yigitoglu🇹🇷	nucl-th	—	3
Dec 7, 2005#3*nucl-th/0512017	Parameter-Free Solution of the Bohr Hamiltonian for Actinides Critical in the Octupole Mode D. Lenis🇬🇷 · Dennis Bonatsos🇬🇷	nucl-th	PLB	41
Nov 1, 2005#7*nucl-th/0510093	X(3): An Exactly Separable Gamma-Rigid Version of the X(5) Critical Point Symmetry Dennis Bonatsos🇬🇷 · D. Lenis🇬🇷 · D. Petrellis🇬🇷 · P. A. Terziev🇧🇬 · I. Yigitoglu🇬🇷	nucl-th	PLB	89
Nov 1, 2005#8*nucl-th/0510094	Critical Point Symmetries in Nuclei Dennis Bonatsos🇬🇷 · D. Lenis🇬🇷 · D. Petrellis🇬🇷 · P. A. Terziev🇧🇬 · I. Yigitoglu🇹🇷	nucl-th	Bulg.J.Phys.	1
Jul 11, 2005#5*nucl-th/0507023	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🇬🇷	nucl-th	PLB	84
May 6, 2005#1*nucl-th/0505017	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🇧🇬	nucl-th	PRC	75
Jun 3, 2004#2*nucl-th/0406005	W(5): Wobbling Mode in the Framework of the X(5) Model Dennis Bonatsos🇬🇷 · D. Lenis🇬🇷 · D. Petrellis🇬🇷 · P. A. Terziev🇧🇬	nucl-th	—	1
Feb 26, 2004#5*nucl-th/0402087	Z(5): Critical point symmetry for the prolate to oblate nuclear shape phase transition Dennis Bonatsos🇬🇷 · D. Lenis🇬🇷 · D. Petrellis🇬🇷 · P. A. Terziev🇧🇬	nucl-th	PLB	151
Feb 26, 2004#6*nucl-th/0402088	E(5) and X(5) critical point symmetries obtained from Davidson potentials through a variational procedure Dennis Bonatsos🇬🇷 · D. Lenis🇬🇷 · N. Minkov🇧🇬 · D. Petrellis🇬🇷 · P. P. Raychev🇧🇬 · P. A. Terziev🇧🇬	nucl-th	PRC	39
Dec 30, 2003#5*nucl-th/0312120	Sequence of Potentials Interpolating between the U(5) and E(5) Symmetries Dennis Bonatsos🇬🇷 · D. Lenis🇬🇷 · N. Minkov🇧🇬 · P. P. Raychev🇧🇬 · P. A. Terziev🇧🇬	nucl-th	PRC	77
Dec 30, 2003#6*nucl-th/0312121	Ground State Bands of the E(5) and X(5) Critical Symmetries Obtained from Davidson Potentials through a Variational Procedure Dennis Bonatsos🇬🇷 · D. Lenis🇬🇷 · N. Minkov🇧🇬 · D. Petrellis🇬🇷 · P. P. Raychev🇧🇬 · P. A. Terziev🇧🇬	nucl-th	PLB	70
Nov 28, 2003#2*nucl-th/0311097	Rotationally Invariant Hamiltonians for Nuclear Spectra Based on Quantum Algebras Dennis Bonatsos🇬🇷 · B. A. Kotsos🇬🇷 · P. P. Raychev🇧🇬 · P. A. Terziev🇧🇬	nucl-th	PRC	4
Nov 27, 2003#1*nucl-th/0311092	Sequence of Potentials Lying Between the U(5) and X(5) Symmetries Dennis Bonatsos🇬🇷 · D. Lenis🇬🇷 · N. Minkov🇧🇬 · P. P. Raychev🇧🇬 · P. A. Terziev🇧🇬	nucl-th	PRC	80
Nov 2, 2001#3*nucl-th/0111003	Odd-Even Staggering in Octupole Bands of Actinides and Rare Earths: Systematics of "Beat" Patterns Dennis Bonatsos🇬🇷 · C. Daskaloyannis🇬🇷 · S. B. Drenska🇧🇬 · N. Fotiades🇺🇸 · N. Minkov🇧🇬 · P. P. Raychev🇧🇬 · R. P. Roussev🇧🇬	nucl-th	—	1
Jun 6, 2001#2*nucl-th/0106008	"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🇬🇷	nucl-th	—	0
Jun 6, 2001#6*physics/0106015	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🇫🇷	↳ physics.chem-ph	—	0
Jun 4, 2001#1*nucl-th/0106001	Rotations of nuclei with reflection asymmetry correlations N. Minkov🇧🇬 · S. B. Drenska🇧🇬 · P. P. Raychev🇧🇬 · R. P. Roussev🇧🇬 · D. Bonatsos🇬🇷	nucl-th	Phys.Atom.Nucl.	0

Parameter-free deformation variables of the proxy-SU(3) symmetry in even-even actinide, superheavy and hyperheavy nuclei with Z=82-126, N=82-258
Dennis Bonatsos · V. K. B. Kota · Andriana Martinou · S. K. Peroulis · D. Petrellis · P. Vasileiou · T. J. Mertzimekis · N. Minkov
Jun 19, 2026#1nucl-thSymmetry0 citations
The Confined beta-Soft rotor model in rare-earth nuclei
Jim A. Papadopoulos · T.J. Mertzimekis · P. Koseoglou · P. Vasileiou · Dennis Bonatsos
Jun 11, 2026#5nucl-thAtom.Data Nucl.Data Tabl.0 citations
Parameter-free deformation variables of the proxy-SU(3) symmetry in even-even atomic nuclei with Z=28-82, N=28-126
Dennis Bonatsos · V. K. B. Kota · Andriana Martinou · S. K. Peroulis · D. Petrellis · P. Vasileiou · T. J. Mertzimekis · N. Minkov
Apr 15, 2026#1nucl-th0 citations
Islands of shape coexistence for Z=38-84 in a non-relativistic mean-field approach using Hartree-Fock-Bogoliubov theory
Malik A. Hasan · Dennis Bonatsos
Jan 16, 2026#6nucl-thPRC1 citation
Triaxial shapes in even-even nuclei: A theoretical overview
Dennis Bonatsos🇬🇷 · Andriana Martinou🇬🇷 · S.K. Peroulis🇬🇷 · D. Petrellis🇨🇿 · P. Vasileiou🇬🇷 · T.J. Mertzimekis🇬🇷 · N. Minkov🇧🇬
May 27, 2025#5nucl-thAtoms6 citations
Robustness of the proxy-SU(3) symmetry in atomic nuclei and the role of the next highest weight irreducible representation
Dennis Bonatsos · Andriana Martinou · S.K. Peroulis · D. Petrellis · P. Vasileiou · T.J. Mertzimekis · N. Minkov
Dec 6, 2024#1nucl-thSymmetry7 citations
Preponderance of triaxial shapes in atomic nuclei predicted by the proxy-SU(3) symmetry
Dennis Bonatsos · Andriana Martinou · S.K. Peroulis · D. Petrellis · P. Vasileiou · T.J. Mertzimekis · N. Minkov
Nov 20, 2024#4nucl-thJ.Phys.G12 citations
Seven years of the proxy-SU(3) shell model symmetry
Dennis Bonatsos · Andriana Martinou · S.K. Peroulis · T.J. Mertzimekis · N. Minkov
Sep 9, 2024#3nucl-thEPJ Web Conf.0 citations
Phase transitions in N = 40, 60 and 90 nuclei
A. Prášek🇨🇿 · P. Alexa🇨🇿 · D. Bonatsos🇬🇷 · G. Thiamová🇫🇷 · D. Petrellis🇨🇿 · P. Veselý🇨🇿
Jul 24, 2024#3nucl-thPRC4 citations
Prolate-oblate shape transitions and O(6) symmetry in even-even nuclei: A theoretical overview
Dennis Bonatsos · Andriana Martinou · S.K. Peroulis · T.J. Mertzimekis · N. Minkov
Apr 30, 2024#3nucl-thPhys.Scripta18 citations
Direct WIMP detection rates for transitions in isomeric nuclei
M.V Smirnov🇩🇪 · G. Yang🇺🇸 · Yu.N. Novikov🇷🇺 · J.D. Vergados🇬🇷 · D. Bonatsos🇬🇷
Jan 29, 2024#9↳ hep-phNPB4 citations
Algebraic solutions for $o (12) \leftrightarrow u (2) \otimes u (10)$ quantum phase transitions in the proton-neutron interacting boson model
M. M. Hammad · Andriana Martinou · Dennis Bonatsos
Nov 8, 2023#5nucl-thNPA1 citation
Triaxial nuclei and analytical solutions of the conformable fractional Bohr Hamiltonian with some exponential-type potentials
M. M. Hammad · M. M. Yahia · Dennis Bonatsos
Nov 7, 2023#7nucl-thNPA5 citations
Shape coexistence in even-even nuclei: A theoretical overview
Dennis Bonatsos · Andriana Martinou · S.K. Peroulis · T.J. Mertzimekis · N. Minkov
Aug 30, 2023#3nucl-thAtoms43 citations
Signatures for shape coexistence and shape/phase transitions in even-even nuclei
Dennis Bonatsos · Andriana Martinou · S.K. Peroulis · T.J. Mertzimekis · N. Minkov
May 30, 2023#2nucl-thJ.Phys.G27 citations
The proxy-SU(3) symmetry in atomic nuclei
Dennis Bonatsos · Andriana Martinou · S.K. Peroulis · T.J. Mertzimekis · N. Minkov
Dec 19, 2022#3nucl-thSymmetry34 citations
Islands of shape coexistence: theoretical predictions and experimental evidence
Andriana Martinou · Dennis Bonatsos · S.K. Peroulis · K.E. Karakatsanis · T.J. Mertzimekis · N. Minkov
Dec 13, 2022#6nucl-thSymmetry18 citations
Islands of shape coexistence from single-particle spectra in covariant density functional theory
Dennis Bonatsos · K.E. Karakatsanis · Andriana Martinou · T.J. Mertzimekis · N. Minkov
Oct 31, 2022#2nucl-thPRC29 citations
Islands of shape coexistence in proxy-SU(3) symmetry and in covariant density functional theory
Dennis Bonatsos · K.E. Karakatsanis · Andriana Martinou · T.J. Mertzimekis · N. Minkov
Oct 25, 2022#1nucl-thNucl.Theor.0 citations
Microscopic origin of shape coexistence in the N=90, Z=64 region
Dennis Bonatsos · K.E. Karakatsanis · Andriana Martinou · T.J. Mertzimekis · N. Minkov
Apr 5, 2022#1nucl-thPLB19 citations
Unified picture of nucleon pairs playing leading roles in nuclear collectivity
Dennis Bonatsos · Andriana Martinou · I.E. Assimakis · S.K. Peroulis · S. Sarantopoulou · N. Minkov
Oct 18, 2021#2nucl-thBulg.J.Phys.2 citations
Highest weight irreducible representations favored by nuclear forces within SU(3)-symmetric fermionic systems
Andriana Martinou · S. Sarantopoulou · K.E. Karakatsanis · Dennis Bonatsos
Jul 20, 2021#6nucl-thEPJ Web Conf.5 citations
Connecting the proxy-SU(3) symmetry to the shell model
Dennis Bonatsos · Andriana Martinou · I. E. Assimakis · S.K. Peroulis · S. Sarantopoulou · N. Minkov
Jul 20, 2021#8nucl-thEPJ Web Conf.6 citations
Resolution of the spin paradox in the Nilsson model
Hadi Sobhani🇮🇷 · Hassan Hassanabadi🇮🇷 · Dennis Bonatsos🇬🇷
Mar 2, 2021#9nucl-thEur.Phys.J.Plus7 citations
The islands of shape coexistence within the Elliott and the proxy-SU(3) Models
Andriana Martinou🇬🇷 · Dennis Bonatsos🇬🇷 · T. J. Mertzimekis🇬🇷 · K. E. Karakatsanis🇬🇷 · I.E. Assimakis🇬🇷 · S. K. Peroulis🇬🇷 · S. Sarantopoulou🇬🇷 · N. Minkov🇧🇬
Feb 11, 2021#1nucl-thEPJA55 citations
Why nuclear forces favor the highest weight irreducible representations of the fermionic SU(3) symmetry
Andriana Martinou🇬🇷 · Dennis Bonatsos🇬🇷 · K.E. Karakatsanis🇬🇷 · S. Sarantopoulou🇬🇷 · I.E. Assimakis🇬🇷 · S.K. Peroulis🇬🇷 · N. Minkov🇧🇬
Feb 9, 2021#7nucl-thEPJA28 citations
Proxy-SU(3) symmetry in the shell model basis
Andriana Martinou · Dennis Bonatsos · N. Minkov · I.E. Assimakis · S. K. Peroulis · S. Sarantopoulou · J. Cseh
Sep 2, 2020#2nucl-thEPJA40 citations
Parameter-free predictions for the collective deformation variables beta and gamma within the pseudo-SU(3) scheme
Dennis Bonatsos · Andriana Martinou · S. Sarantopoulou · I.E. Assimakis · S. K. Peroulis · N. Minkov
Sep 2, 2020#8nucl-thEur.Phys.J.ST22 citations
Shell model structure of proxy-SU(3) pairs of orbitals
Dennis Bonatsos · Hadi Sobhani · Hassan Hassanabadi
Sep 1, 2020#3nucl-thEur.Phys.J.Plus24 citations
Breaking SU(3) spectral degeneracies in heavy deformed nuclei
Dennis Bonatsos · I.E. Assimakis · Andriana Martinou · S. Peroulis · S. Sarantopoulou · N. Minkov
Sep 1, 2020#5nucl-th2 citations
Connection between Elliott SU(3) and spherical shell model bases
A. Martinou · N. Minkov · S. Sarantopoulou · S. Peroulis · I. E. Assimakis · D. Bonatsos
Dec 10, 2019#1nucl-thBulg.J.Phys.1 citation
Proxy-SU(3) symmetry for heavy deformed nuclei: nuclear spectra
D. Bonatsos · I.E. Assimakis · A. Martinou · S. K. Peroulis · S. Sarantopoulou · N. Minkov
Dec 9, 2019#8nucl-thBulg.J.Phys.5 citations
Manifestations of SU(3) symmetry in heavy deformed nuclei
D. Bonatsos · A. Martinou · I.E. Assimakis · S. Sarantopoulou · S. Peroulis · N. Minkov
Sep 5, 2019#6nucl-thNucl.Theor.0 citations
Magic numbers of cylindrical symmetry
Andriana Martinou · Dennis Bonatsos
Sep 4, 2019#1nucl-th2 citations
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
Nov 13, 2018#9nucl-thAdv.Nucl.Phys.0 citations
Magic numbers for shape coexistence
I. E. Assimakis · D. Bonatsos · A. Martinou · S. Sarantopoulou · S. Peroulis · T. Mertzimekis · N. Minkov
Nov 6, 2018#2nucl-thAdv.Nucl.Phys.3 citations
Particle-hole symmetry breaking due to Pauli blocking
D. Bonatsos · I. E. Assimakis · A. Martinou · S. Sarantopoulou · S. Peroulis · N. Minkov
Oct 30, 2018#2nucl-th1 citation
Nucleon numbers for nuclei with shape coexistence
A. Martinou · D. Bonatsos · N. Minkov · T. Mertzimekis · I.E. Assimakis · S. Peroulis · S. Sarantopoulou
Oct 30, 2018#3nucl-thAdv.Nucl.Phys.9 citations
Why do Nilsson quantum numbers remain good at moderate deformations?
D. Bonatsos · I.E. Assimakis · A. Martinou · S. Peroulis · S. Sarantopoulou · N. Minkov
Oct 30, 2018#4nucl-thNucl.Theor.1 citation
Highest weight SU(3) irreducible representations for nuclei with shape coexistence
A. Martinou · D. Bonatsos · N. Minkov · I.E. Assimakis · S. Sarantopoulou · S. Peroulis
Oct 30, 2018#5nucl-thNucl.Theor.4 citations
A new scheme for heavy nuclei: proxy-SU(3)
D. Bonatsos · R. F. Casten · A. Martinou · I. E. Assimakis · N. Minkov · S. Sarantopoulou · R. B. Cakirli · K. Blaum
Dec 13, 2017#2nucl-thAdv.Nucl.Phys.5 citations
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
Dec 13, 2017#3nucl-thAdv.Nucl.Phys.1 citation
Parameter free predictions within the proxy-SU(3) model
A. Martinou · D. Bonatsos · I.E. Assimakis · N. Minkov · S. Sarantopoulou · R.B. Cakirli · R.F. Casten · K. Blaum
Nov 28, 2017#2nucl-thBulg.J.Phys.9 citations
Proxy-SU(3): A symmetry for heavy nuclei
D. Bonatsos · I.E. Assimakis · N. Minkov · A. Martinou · S. K. Peroulis · S. Sarantopoulou · R.B. Cakirli · R.F. Casten · K. Blaum
Nov 27, 2017#2nucl-thBulg.J.Phys.10 citations
Foundations of the proxy-SU(3) symmetry in heavy nuclei
I.E. Assimakis · D. Bonatsos · N. Minkov · A. Martinou · R.B. Cakirli · R.F. Casten · K. Blaum
Nov 27, 2017#5nucl-thBulg.J.Phys.2 citations
Proxy-SU(3) symmetry in heavy nuclei: Prolate dominance and prolate-oblate shape transition
S. Sarantopoulou · D. Bonatsos · I.E. Assimakis · N. Minkov · A. Martinou · R.B. Cakirli · R.F. Casten · K. Blaum
Nov 17, 2017#1nucl-thBulg.J.Phys.16 citations
Prolate over oblate dominance in deformed nuclei as a consequence of the SU(3) symmetry and the Pauli principle
Dennis Bonatsos
Jul 13, 2017#3nucl-thEPJA41 citations
A symmetry for heavy nuclei: Proxy-SU(3)
Dennis Bonatsos🇬🇷 · I. E. Assimakis🇬🇷 · N. Minkov🇧🇬 · Andriana Martinou🇬🇷 · R. B. Cakirli🇹🇷 · R. F. Casten🇺🇸 · K. Blaum🇩🇪
Jun 20, 2017#7nucl-th1 citation
Proxy-SU(3) symmetry in heavy nuclei: Foundations
Dennis Bonatsos🇬🇷 · I. E. Assimakis🇬🇷 · N. Minkov🇧🇬 · Andriana Martinou🇬🇷 · R. B. Cakirli🇹🇷 · R. F. Casten🇺🇸 · K. Blaum🇩🇪
Jun 20, 2017#8nucl-th1 citation
Parameter-independent predictions for shape variables of heavy deformed nuclei in the proxy-SU(3) model
Dennis Bonatsos🇬🇷 · I. E. Assimakis🇬🇷 · N. Minkov🇧🇬 · Andriana Martinou🇬🇷 · S. Sarantopoulou🇬🇷 · R. B. Cakirli🇹🇷 · R. F. Casten🇺🇸 · K. Blaum🇩🇪
Jun 20, 2017#9nucl-th6 citations
Prolate dominance and prolate-oblate shape transition in the proxy-SU(3) model
Dennis Bonatsos🇬🇷 · I. E. Assimakis🇬🇷 · N. Minkov🇧🇬 · Andriana Martinou🇬🇷 · S. Sarantopoulou🇬🇷 · R. B. Cakirli🇹🇷 · R. F. Casten🇺🇸 · K. Blaum🇩🇪
Jun 20, 2017#10nucl-th1 citation
Analytic predictions for nuclear shapes, the prolate dominance and the prolate-oblate shape transition in the proxy-SU(3) model
Dennis Bonatsos · I. E. Assimakis · N. Minkov · Andriana Martinou · S. Sarantopoulou · R. B. Cakirli · R. F. Casten · K. Blaum
Jun 9, 2017#1nucl-thPRC113 citations
Proxy-SU(3) symmetry in heavy deformed nuclei
Dennis Bonatsos · I. E. Assimakis · N. Minkov · Andriana Martinou · R. B. Cakirli · R. F. Casten · K. Blaum
Jun 8, 2017#2nucl-thPRC98 citations
Various aspects of the Deformation Dependent Mass model of nuclear structure
D. Petrellis · Dennis Bonatsos · N. Minkov
Nov 23, 2015#6nucl-thBulg.J.Phys.1 citation
Proton-Neutron Pairs in Heavy Deformed Nuclei
Dennis Bonatsos · I.E. Assimakis · Andriana Martinou
Oct 7, 2015#4nucl-thBulg.J.Phys.4 citations
Analytical solutions for the Bohr Hamiltonian with the Woods-Saxon potential
M. Capak · D. Petrellis · B. Gonul · Dennis Bonatsos
Jun 25, 2015#3nucl-thJ.Phys.G37 citations
Bohr Hamiltonian with a deformation-dependent mass term: physical meaning of the free parameter
Dennis Bonatsos · N. Minkov · D. Petrellis
Jun 25, 2015#4nucl-thJ.Phys.G17 citations
Regularity and chaos in 0+ states of the interacting boson model using quantum measures
S. Karampagia · Dennis Bonatsos · R. F. Casten
May 12, 2015#4nucl-thPRC14 citations
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
Apr 21, 2015#2nucl-thPRC29 citations
Emergent Collectivity in Nuclei and Enhanced Proton-Neutron Interactions
Dennis Bonatsos · S.Karampagia · R.B. Cakirli · R.F. Casten · K. Blaum · L. Amon Susam
Oct 30, 2013#2*nucl-thPRC47 citations
Bohr Hamiltonian with deformation-dependent mass term for the Kratzer potential
Dennis Bonatsos · P. E. Georgoudis · N. Minkov · D. Petrellis · C. Quesne
Aug 6, 2013#8*nucl-thPRC96 citations
Electric quadrupole transitions of the Bohr Hamiltonian with the Morse potential
I. Inci🇮🇹 · D. Bonatsos🇬🇷 · I. Boztosun🇹🇷
Aug 5, 2011#3*nucl-thPRC32 citations
Analytic derivation of an approximate SU(3) symmetry inside the symmetry triangle of the Interacting Boson Approximation model
Dennis Bonatsos🇬🇷 · S. Karampagia🇬🇷 · R.F. Casten🇺🇸
Apr 13, 2011#3*nucl-thPRC6 citations
Bohr Hamiltonian with deformation-dependent mass term for the Davidson potential
Dennis Bonatsos🇬🇷 · P. E. Georgoudis🇬🇷 · D. Lenis🇬🇷 · N. Minkov🇧🇬 · C. Quesne🇧🇪
Mar 31, 2011#4*nucl-thPRC103 citations
Bohr Hamiltonian with Davidson potential for triaxial nuclei
I. Yigitoglu🇹🇷 · Dennis Bonatsos🇬🇷
Dec 17, 2010#5*nucl-thPRC56 citations
SU(3) quasidynamical symmetry underlying the Alhassid--Whelan arc of regularity
Dennis Bonatsos🇬🇷 · E.A. McCutchan🇺🇸 · R.F. Casten🇺🇸
Dec 25, 2009#1*nucl-thPRL26 citations
Bohr Hamiltonian with deformation-dependent mass term
Dennis Bonatsos🇬🇷 · P. Georgoudis🇬🇷 · D. Lenis🇬🇷 · N. Minkov🇧🇬 · C. Quesne🇧🇪
Dec 21, 2009#7*nucl-thPLB33 citations
Regularities and symmetries of subsets of collective 0+ states
Dennis Bonatsos🇬🇷 · E.A. McCutchan🇺🇸 · R.F. Casten🇺🇸 · R.J. Casperson🇺🇸 · V. Werner🇺🇸 · E. Williams🇺🇸
Sep 8, 2009#3*nucl-thPRC19 citations
0+ states in the large boson number limit of the Interacting Boson Approximation model
Dennis Bonatsos🇬🇷 · E. A. McCutchan🇺🇸 · R. F. Casten🇺🇸
Jul 29, 2008#2*nucl-thAIP Conf.Proc.0 citations
Simple, empirical order parameter for a first order quantum phase transition in atomic nuclei
Dennis Bonatsos🇬🇷 · E.A. McCutchan🇺🇸 · R.F. Casten🇺🇸 · R.J. Casperson🇺🇸
Jul 29, 2008#3*nucl-thPRL50 citations
Unified description of 0+ states in a large class of nuclear collective models
Dennis Bonatsos🇬🇷 · E.A. McCutchan🇺🇸 · R.F. Casten🇺🇸
Jul 29, 2008#4*nucl-thPRL22 citations
Exactly separable version of the Bohr Hamiltonian with the Davidson potential
Dennis Bonatsos🇬🇷 · E. A. McCutchan🇺🇸 · N. Minkov🇬🇷 · R.F. Casten🇺🇸 · P. Yotov🇬🇷 · D. Lenis🇬🇷 · D. Petrellis🇬🇷 · I. Yigitoglu🇹🇷
Jul 29, 2008#5*nucl-thPRC77 citations
What can we learn from the Interacting Boson Model in the limit of large boson numbers?
Dennis Bonatsos🇬🇷 · E. A. McCutchan🇺🇸 · R. F. Casten🇺🇸
Jul 29, 2008#7*nucl-thAdv.Nucl.Phys.0 citations
Shape/Phase Transitions and Critical Point Symmetries in Atomic Nuclei
Dennis Bonatsos🇬🇷
Jul 29, 2008#10*nucl-th4 citations
Complementary descriptions of shape/phase transitions in atomic nuclei
Dennis Bonatsos🇬🇷 · E. A. McCutchan🇺🇸 · N. V. Zamfir🇷🇴
Jul 29, 2008#11*nucl-th0 citations
Analytical solutions of the Bohr Hamiltonian with the Morse potential
I. Boztosun🇹🇷 · D. Bonatsos🇬🇷 · I. Inci🇹🇷
Apr 14, 2008#1*nucl-thPRC51 citations
Special Solutions of the Bohr Hamiltonian Related to Shape Phase Transitions in Nuclei
Dennis Bonatsos🇬🇷 · D. Lenis🇬🇷 · D. Petrellis🇬🇷
Jan 22, 2007#3*nucl-thRom.Rep.Phys.10 citations
Exactly separable version of X(5) and related models
D. Bonatsos🇬🇷 · D. Lenis🇬🇷 · E. A. McCutchan🇺🇸 · D. Petrellis🇬🇷 · I. Yigitoglu🇹🇷
Dec 25, 2006#1*nucl-thPLB33 citations
Gamma-soft Analog of the Confined Beta-soft Rotor Model
D. Bonatsos🇬🇷 · D. Lenis🇬🇷 · N. Pietralla🇩🇪 · P. A. Terziev🇧🇬
Sep 20, 2006#2*nucl-thPRC27 citations
Connecting the X(5)- $β^{2}$ , X(5)- $β^{4}$ , and X(3) models to the shape/phase transition region of the interacting boson model
E.A. McCutchan🇺🇸 · Dennis Bonatsos🇬🇷 · N.V. Zamfir🇷🇴
Jul 25, 2006#1*nucl-thPRC15 citations
Nuclear collective motion with a coherent coupling interaction between quadrupole and octupole modes
N. Minkov🇧🇬 · P. Yotov🇧🇬 · S. Drenska🇧🇬 · W. Scheid🇩🇪 · D. Bonatsos🇬🇷 · D. Lenis🇬🇷 · D. Petrellis🇬🇷
Mar 24, 2006#5*nucl-thPRC55 citations
E(5), X(5), and Prolate to Oblate Shape Phase Transitions in Relativistic Hartree Bogoliubov Theory
R. Fossion🇬🇷 · D. Bonatsos🇬🇷 · G. A. Lalazissis🇬🇷
Mar 9, 2006#3*nucl-thPRC80 citations
Phase Transitions: Summary of Discussion Session II of Camerino 2005
D. Bonatsos🇬🇷
Dec 26, 2005#1*nucl-th0 citations
Analytical Special Solutions of the Bohr Hamiltonian
D. Bonatsos🇬🇷 · D. Lenis🇬🇷 · D. Petrellis🇬🇷 · P. A. Terziev🇧🇬 · I. Yigitoglu🇹🇷
Dec 14, 2005#5*nucl-th3 citations
Parameter-Free Solution of the Bohr Hamiltonian for Actinides Critical in the Octupole Mode
D. Lenis🇬🇷 · Dennis Bonatsos🇬🇷
Dec 7, 2005#3*nucl-thPLB41 citations
X(3): An Exactly Separable Gamma-Rigid Version of the X(5) Critical Point Symmetry
Dennis Bonatsos🇬🇷 · D. Lenis🇬🇷 · D. Petrellis🇬🇷 · P. A. Terziev🇧🇬 · I. Yigitoglu🇬🇷
Nov 1, 2005#7*nucl-thPLB89 citations
Critical Point Symmetries in Nuclei
Dennis Bonatsos🇬🇷 · D. Lenis🇬🇷 · D. Petrellis🇬🇷 · P. A. Terziev🇧🇬 · I. Yigitoglu🇹🇷
Nov 1, 2005#8*nucl-thBulg.J.Phys.1 citation
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🇬🇷
Jul 11, 2005#5*nucl-thPLB84 citations
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🇧🇬
May 6, 2005#1*nucl-thPRC75 citations
W(5): Wobbling Mode in the Framework of the X(5) Model
Dennis Bonatsos🇬🇷 · D. Lenis🇬🇷 · D. Petrellis🇬🇷 · P. A. Terziev🇧🇬
Jun 3, 2004#2*nucl-th1 citation
Z(5): Critical point symmetry for the prolate to oblate nuclear shape phase transition
Dennis Bonatsos🇬🇷 · D. Lenis🇬🇷 · D. Petrellis🇬🇷 · P. A. Terziev🇧🇬
Feb 26, 2004#5*nucl-thPLB151 citations
E(5) and X(5) critical point symmetries obtained from Davidson potentials through a variational procedure
Dennis Bonatsos🇬🇷 · D. Lenis🇬🇷 · N. Minkov🇧🇬 · D. Petrellis🇬🇷 · P. P. Raychev🇧🇬 · P. A. Terziev🇧🇬
Feb 26, 2004#6*nucl-thPRC39 citations
Sequence of Potentials Interpolating between the U(5) and E(5) Symmetries
Dennis Bonatsos🇬🇷 · D. Lenis🇬🇷 · N. Minkov🇧🇬 · P. P. Raychev🇧🇬 · P. A. Terziev🇧🇬
Dec 30, 2003#5*nucl-thPRC77 citations
Ground State Bands of the E(5) and X(5) Critical Symmetries Obtained from Davidson Potentials through a Variational Procedure
Dennis Bonatsos🇬🇷 · D. Lenis🇬🇷 · N. Minkov🇧🇬 · D. Petrellis🇬🇷 · P. P. Raychev🇧🇬 · P. A. Terziev🇧🇬
Dec 30, 2003#6*nucl-thPLB70 citations
Rotationally Invariant Hamiltonians for Nuclear Spectra Based on Quantum Algebras
Dennis Bonatsos🇬🇷 · B. A. Kotsos🇬🇷 · P. P. Raychev🇧🇬 · P. A. Terziev🇧🇬
Nov 28, 2003#2*nucl-thPRC4 citations
Sequence of Potentials Lying Between the U(5) and X(5) Symmetries
Dennis Bonatsos🇬🇷 · D. Lenis🇬🇷 · N. Minkov🇧🇬 · P. P. Raychev🇧🇬 · P. A. Terziev🇧🇬
Nov 27, 2003#1*nucl-thPRC80 citations
Odd-Even Staggering in Octupole Bands of Actinides and Rare Earths: Systematics of "Beat" Patterns
Dennis Bonatsos🇬🇷 · C. Daskaloyannis🇬🇷 · S. B. Drenska🇧🇬 · N. Fotiades🇺🇸 · N. Minkov🇧🇬 · P. P. Raychev🇧🇬 · R. P. Roussev🇧🇬
Nov 2, 2001#3*nucl-th1 citation
"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🇬🇷
Jun 6, 2001#2*nucl-th0 citations
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🇫🇷
Jun 6, 2001#6*↳ physics.chem-ph0 citations
Rotations of nuclei with reflection asymmetry correlations
N. Minkov🇧🇬 · S. B. Drenska🇧🇬 · P. P. Raychev🇧🇬 · R. P. Roussev🇧🇬 · D. Bonatsos🇬🇷
Jun 4, 2001#1*nucl-thPhys.Atom.Nucl.0 citations

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