Author

Bonatsos, Dennis

INSPIRE profile1015890 ORCID0000-0003-1728-0910

8 papers·2,625 citations in this corpus

	Paper	Category
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
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
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
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
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
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
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

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
Bohr Hamiltonian with deformation-dependent mass term
Dennis Bonatsos🇬🇷 · P. Georgoudis🇬🇷 · D. Lenis🇬🇷 · N. Minkov🇧🇬 · C. Quesne🇧🇪
Dec 21, 2009#7*nucl-thPLB33 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
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
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
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
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

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