Author

Petrellis, Dimitrios

INSPIRE profile1026547 ORCID0000-0002-8609-7522

30 papers·1,015 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
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
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
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
Jun 5, 2023#12306.01308	Self-consistent many-body approach to the electroproduction of hypernuclei P. Bydžovský🇨🇿 · D. Denisova🇨🇿 · D. Petrellis🇨🇿 · D. Skoupil🇨🇿 · P. Veselý🇨🇿 · G. De Gregorio🇮🇹 · F. Knapp🇨🇿 · N. Lo Iudice🇮🇹	nucl-th	PRC	10
Jan 2, 2023#22212.14305	Ridge regression for minimizing the couplings of hyperon resonances in the $K^{+} Λ$ photoproduction Dimitrios Petrellis🇨🇿 · Dalibor Skoupil🇨🇿	nucl-th	PRC	9
Jun 30, 2021#32106.15199	Model selection for $K^{+} Σ^{-}$ photoproduction within isobar model Petr Bydžovský🇨🇿 · Aleš Cieplý🇨🇿 · Dimitrios Petrellis🇨🇿 · Dalibor Skoupil🇨🇿 · Nicholas Zachariou🇬🇧	nucl-th	PRC	16
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
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
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
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
Nov 4, 2011#4*1111.0781	Effect of a fermion on quantum phase transitions in bosonic systems F. Iachello🇺🇸 · A. Leviatan🇮🇱 · D. Petrellis🇬🇷	nucl-th	PLB	41
Oct 5, 2011#4*1110.0618	Quantum Phase Transitions in Odd-Mass Nuclei A. Leviatan🇮🇱 · D. Petrellis🇬🇷 · F. Iachello🇺🇸	nucl-th	—	0
May 10, 2011#3*1105.1527	Quantum phase transitions in Bose-Fermi systems D. Petrellis🇺🇸 · A. Leviatan🇮🇱 · F. Iachello🇺🇸	nucl-th	Annals Phys.	42
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
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
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
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
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

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
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
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
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
Self-consistent many-body approach to the electroproduction of hypernuclei
P. Bydžovský🇨🇿 · D. Denisova🇨🇿 · D. Petrellis🇨🇿 · D. Skoupil🇨🇿 · P. Veselý🇨🇿 · G. De Gregorio🇮🇹 · F. Knapp🇨🇿 · N. Lo Iudice🇮🇹
Jun 5, 2023#1nucl-thPRC10 citations
Ridge regression for minimizing the couplings of hyperon resonances in the $K^{+} Λ$ photoproduction
Dimitrios Petrellis🇨🇿 · Dalibor Skoupil🇨🇿
Jan 2, 2023#2nucl-thPRC9 citations
Model selection for $K^{+} Σ^{-}$ photoproduction within isobar model
Petr Bydžovský🇨🇿 · Aleš Cieplý🇨🇿 · Dimitrios Petrellis🇨🇿 · Dalibor Skoupil🇨🇿 · Nicholas Zachariou🇬🇧
Jun 30, 2021#3nucl-thPRC16 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
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
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
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
Effect of a fermion on quantum phase transitions in bosonic systems
F. Iachello🇺🇸 · A. Leviatan🇮🇱 · D. Petrellis🇬🇷
Nov 4, 2011#4*nucl-thPLB41 citations
Quantum Phase Transitions in Odd-Mass Nuclei
A. Leviatan🇮🇱 · D. Petrellis🇬🇷 · F. Iachello🇺🇸
Oct 5, 2011#4*nucl-th0 citations
Quantum phase transitions in Bose-Fermi systems
D. Petrellis🇺🇸 · A. Leviatan🇮🇱 · F. Iachello🇺🇸
May 10, 2011#3*nucl-thAnnals Phys.42 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
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
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
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
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

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