Author

Peroulis, S.

INSPIRE profile2008734

9 papers

Collaboratorsmost frequent first

	Paper	Category
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
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
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#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

Breaking SU(3) spectral degeneracies in heavy deformed nuclei
Dennis Bonatsos🇬🇷 · I.E. Assimakis · Andriana Martinou🇬🇷 · S. Peroulis · S. Sarantopoulou🇬🇷 · N. Minkov🇧🇬
Sep 1, 20202008.13256nucl-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, 20191912.03319nucl-thBulg.J.Phys.1 citation
Manifestations of SU(3) symmetry in heavy deformed nuclei
D. Bonatsos🇬🇷 · A. Martinou🇬🇷 · I.E. Assimakis🇬🇷 · S. Sarantopoulou🇬🇷 · S. Peroulis · N. Minkov🇧🇬
Sep 5, 20191909.01967nucl-thNucl.Theor.0 citations
Magic numbers for shape coexistence
I. E. Assimakis🇬🇷 · D. Bonatsos🇬🇷 · A. Martinou🇬🇷 · S. Sarantopoulou🇬🇷 · S. Peroulis · T. Mertzimekis🇬🇷 · N. Minkov🇧🇬
Nov 6, 20181811.01071nucl-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, 20181810.11858nucl-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, 20181810.11860nucl-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, 20181810.11866nucl-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, 20181810.11870nucl-thNucl.Theor.4 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, 20171712.04134nucl-thAdv.Nucl.Phys.1 citation

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