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   Atomic nucleus.
      Nuclear structure.
         Collective models of atomic nuclei and collective motions in nuclei (other than rotations).
            General problems.
Davydov–Chaban Hamiltonian with deformation-dependent mass term for γ = 300
P. Buganu, M. Chabab, A. El Batoul, A. Lahbas, M. Oulne
Nucl. Phys. A, Vol: 970, No: 0 , published: 10 February 2018
Investigation of the hybrid model with the Killingbeck potential in a variational approach
M. Alimohammadi, H. Hassanabadi
Nucl. Phys. A, Vol: 966, No: 0 , published: 22 August 2017
Investigation of energy and B(E2) transition rates for Bohr Hamiltonian with generalized Davidson potential
Hassan Hassanabadi, Hadi Sobhani, Akpan Ndem Ikot
Nucl. Phys. A, Vol: 966, No: 0 , published: 22 August 2017
Kinetic energy in the collective quadrupole Hamiltonian from the experimental data
R.V. Jolos, E.A. Kolganova
Phys. Lett. B, Vol: 769, No: 0 , published: 04 June 2017
Understanding emergent collectivity and clustering in nuclei from a symmetry-based no-core shell-model perspective
A. C. Dreyfuss, K. D. Launey, T. Dytrych, J. P. Draayer, R. B. Baker, C. M. Deibel, and C. Bahri
Phys. Rev. C: Nucl. Phys., Vol: 95, No: 4 , published: 10 April 2017
Towards a self-consistent dynamical nuclear model
X. Roca-Maza, Y. F. Niu, G. Colò and P. F. Bortignon
J. Phys. G , Vol: 44, No: 4 , published: 10 April 2017
Alternative solution of the gamma-rigid Bohr Hamiltonian in minimal length formalism
M. Alimohammadi, H. Hassanabadi
Nucl. Phys. A, Vol: 957, No: 0 , published: 01 January 2017
Recent approaches to quadrupole collectivity: models, solutions and applications based on the Bohr hamiltonian
Petricǎ Buganu and Lorenzo Fortunato
J. Phys. G , Vol: 43, No: 9 , published: 01 September 2016
The proton-neutron symplectic model of nuclear collective motions
XXI International School on Nuclear Physics and Applications & International Symposium on Exotic Nuclei (ISEN-2015), 6–12 September 2015, Varna, Bulgaria
H. G. Ganev
J. Phys.: Conf. Ser., Vol: 2016, No: 724 , published: 14 July 2016
Collective aspects deduced from time-dependent microscopic mean-field with pairing: Application to the fission process
Yusuke Tanimura, Denis Lacroix, and Guillaume Scamps
Phys. Rev. C: Nucl. Phys., Vol: 92, No: 3 , published: 01 September 2015
General formalism of collective motion for any deformed system
Jian-You Guo
Phys. Rev. C: Nucl. Phys., Vol: 92, No: 1 , published: 14 July 2015
Nuclear Jacobi and Poincaré transitions at high spins and temperatures: Account of dynamic effects and large-amplitude motion
K. Mazurek, J. Dudek, A. Maj, and D. Rouvel
Phys. Rev. C: Nucl. Phys., Vol: 91, No: 3 , published: 02 March 2015
Description of collective motion in two-dimensional nuclei; Tomonaga's method revisited
Seiya Nishiyama, João da Providência
Nucl. Phys. A, Vol: 935, No: 0 , published: 01 March 2015
On the relation of the shell, collective and cluster models
J Cseh
J. Phys.: Conf. Ser., Vol: 580, No: , published: 01 February 2015
Shape isomers and their clusterization
J Darai , J Cseh
J. Phys.: Conf. Ser., Vol: 580, No: , published: 01 February 2015
Exact canonically conjugate momenta to quadrupole-type collective coordinates and derivation of nuclear quadrupole-type collective Hamiltonian
Seiya Nishiyama, João da Providência
Nucl. Phys. A, Vol: 923, No: 0 , published: 01 March 2014
Quantum fluctuations in the collective 0+ states of deformed nuclei
Fang-Qi Chen, Yang Sun, and Peter Ring
Phys. Rev. C: Nucl. Phys., Vol: 88, No: 1 , published: 17 July 2013
New type of nuclear collective motion: The spin scissors mode
E. B. Balbutsev, I. V. Molodtsova, and P. Schuck
Phys. Rev. C: Nucl. Phys., Vol: 88, No: 1 , published: 09 July 2013
Low-energy collective modes of deformed superfluid nuclei within the finite-amplitude method
Nobuo Hinohara, Markus Kortelainen, and Witold Nazarewicz
Phys. Rev. C: Nucl. Phys., Vol: 87, No: 6 , published: 17 June 2013
Validity of the generalized density matrix method for the microscopic calculation of a collective/bosonic Hamiltonian
L. Y. Jia (贾力源) and V. G. Zelevinsky
Phys. Rev. C: Nucl. Phys., Vol: 86, No: 1 , published: 16 July 2012
Microscopic and nonadiabatic Schrödinger equation derived from the generator coordinate method based on zero- and two-quasiparticle states
R. Bernard, H. Goutte, D. Gogny, and W. Younes
Phys. Rev. C: Nucl. Phys., Vol: 84, No: 4 , published: 10 October 2011
General treatment of vortical, toroidal, and compression modes
J. Kvasil, V. O. Nesterenko, W. Kleinig, P.-G. Reinhard, and P. Vesely
Phys. Rev. C: Nucl. Phys., Vol: 84, No: 3 , published: 01 September 2011
Nuclear collective excitations in a two-phase coexistence region
R. M. Aguirre and A. L. De Paoli
Phys. Rev. C: Nucl. Phys., Vol: 83, No: 4 , published: 28 April 2011
Modified Hermitian treatment of Dyson boson expansion theory
Kajiyama Atsushi
Progr. Theor. Phys., Vol: 121, No: 1 , published: 20 November 2009
The thermo field theory of nuclear collective motion
V.P. Aleshin
Nucl. Phys. A, Vol: 828, No: 1-2 , published: 01 September 2009
Unified framework for understanding pair transfer between collective states in atomic nuclei
R. M. Clark, R. F. Casten, L. Bettermann, and R. Winkler
Phys. Rev. C: Nucl. Phys., Vol: 80, No: 1 , published: 10 July 2009
Bohr model as an algebraic collective model
D. J. Rowe, T. A. Welsh, and M. A. Caprio
Phys. Rev. C: Nucl. Phys., Vol: 79, No: 5 , published: 05 May 2009
Spectral properties of a tractable collective Hamiltonian
S. De Baerdemacker, K. Heyde, and V. Hellemans
Phys. Rev. C: Nucl. Phys., Vol: 79, No: 3 , published: 09 March 2009
Collective motion from various aspects
Balbutsev E.B.
Физ. элементар. частиц и атом. ядра, Vol: 39, No: 6 , published: 24 December 2008
Shell-structure inertia for slow collective motion
Magner A.G.\Gzhebinsky A.M.\Fedotkin S.N.
Ядер. физ., Vol: 70, No: 11 , published: 23 May 2008
Gauge-invariant formulation of the adiabatic self-consistent collective coordinate method
Nakatsukasa Takashi\Matsuo Masayuki\Matsuyanagi Kenichi
Progr. Theor. Phys., Vol: 117, No: 3 , published: 04 May 2008
The nuclear scissors mode by two approaches (Wigner-function moments versus RPA)
Balbutsev E.B.\Schuck P.
Ядер. физ., Vol: 68, No: 9 , published: 03 January 2008
Колективнi моди збудження та м'якiсть атомних ядер
Давидовська О.I.\Кашуба I.С.
Укр. фiз. ж., Vol: 48, No: 8 , published: 29 October 2007
Полумикроскопическое описание дипольного гигантского резонанса
Ишханов Б.С./Орлин В.Н.
Физ. элементар. частиц и атом. ядра, Vol: 38, No: 2 , published: 30 February 2007
Вихровий рух нуклонiв при iзовекторних дипольних збудженнях ядер
Абросiмов В.I./Давидовська О.I.
Укр. фiз. ж., Vol: 52, No: 11 , published: 10 November 2006
Variational approach to collective excitations
Sambataro M., Dang N. Dinh
Phys. Rev. C: Nucl. Phys., Vol: 59, No: 3 , 1999
Self-consistent theory of large amplitude collective motion at finite excitation energy
Dang G. Do, Klein Abraham, Reinhard P.-G.
Phys. Rev. C: Nucl. Phys., Vol: 59, No: 4 , 1999
Giant monopole resonance and nuclear incompressibility within the Fermi-liquid drop model
Kolomiets A., Kolomietz V. M., Shlomo S.
Phys. Rev. C: Nucl. Phys., Vol: 59, No: 6 , 1999
Parametrization of the octupole degrees of freedom
Wexler C., Dussel G. G.
Phys. Rev. C: Nucl. Phys., Vol: 60, No: 1 , 1999
Q invariants in the geometric collective model
Zhang Jing-ye, Casten R. F., Zamfir N. V.
Phys. Rev. C: Nucl. Phys., Vol: 60, No: 2 , 1999
Scaling analysis of the fluctuating strength function
Aiba Hirokazu, Matsuo Masayuki
Phys. Rev. C: Nucl. Phys., Vol: 60, No: 3 , 1999
Model of a self-consistent theory of large amplitude collective motion at finite excitation energy
Dang G. Do, Klein Abraham, Reinhard P.-G.
Phys. Rev. C: Nucl. Phys., Vol: 60, No: 4 , 1999
Multiscale fluctuations in the nuclear response
Lacroix Denis, Chomaz Philippe
Phys. Rev. C: Nucl. Phys., Vol: 60, No: 6 , 1999
On the approximation in the hermitian treatment of dyson boson expansion theory
Kajiyama Atsushi, Taniguchi Kimikazu, Miyanishi Yoshinao
Progr. Theor. Phys., Vol: 101, No: 3 , 1999
Damping mechanisms in nuclear structure
Bortignon P.F., Colo G., Giovanardi N., et al.
Rom. J. Phys., Vol: 44, No: 1-2 , 1999
Интегральная формулировка коллективного адиабатического подхода в теории ядерных реакций
Горбатов А.М., Комаров П.В., Германов А.В., Нечаев Д.В.
Изв. РАН. Сер. физ., Vol: 63, No: 5 , 1999
Двухтельный вклад в релаксацию коллективных возбуждений в холодных конечных ферми-системах
Коломиец В.М., Лукьянов С.В., Плюйко В.А., Шломо Ш.
Ядер. физ., Vol: 62, No: 1 , 1999
Algebraic nonlinear collective motion
Troupe J., Rosensteel G.
Ann. Phys., Vol: 270, No: 1 , 1998
Influence of dynamical Pauli effect and dynamical symmetry breaking on quantum chaos
Lee Ming-Tsung, Zhang Wei-Min, Wu Cheng-Li
Phys. Rev. C: Nucl. Phys., Vol: 57, No: 2 , 1998
Giant resonances as collective states with dissipative coupling
Stefanescu E., Liotta R. J., Sandulescu A.
Phys. Rev. C: Nucl. Phys., Vol: 57, No: 2 , 1998
Diabatic and adiabatic collective motion in a model pairing system
Nakatsukasa Takashi, Walet Niels R.
Phys. Rev. C: Nucl. Phys., Vol: 57, No: 3 , 1998
New collective mode due to collisional coupling
Morawetz K., Walke R., Fuhrmann U.
Phys. Rev. C: Nucl. Phys., Vol: 57, No: 6 , 1998
Collisional relaxation of collective motion in a finite Fermi liquid
Kolomietz V. M., Lukyanov S. V., Plujko V. A., Shlomo S.
Phys. Rev. C: Nucl. Phys., Vol: 58, No: 1 , 1998
Damping rates of hot giant dipole resonances
Fuhrmann U., Morawetz K., Walke R.
Phys. Rev. C: Nucl. Phys., Vol: 58, No: 3 , 1998
Collisional damping of nuclear collective vibrations in a non-Markovian transport approach
Ayik S., Yilmaz O., Gokalp A., Schuck P.
Phys. Rev. C: Nucl. Phys., Vol: 58, No: 3 , 1998
Self-consistent structure of correlated 2{+} nucleon pairs
Lu Da-hai
Phys. Rev. C: Nucl. Phys., Vol: 58, No: 4 , 1998
One-body dissipation and chaotic dynamics in a classical simulation of a nuclear gas
Baldo M., Burgio G. F., Rapisarda A., Schuck P.
Phys. Rev. C: Nucl. Phys., Vol: 58, No: 5 , 1998
Contribution of higher-order processes to the damping of hot giant dipole resonance
Dang Nguyen Dinh, Tanabe Kosai, Arima Akito
Phys. Rev. C: Nucl. Phys., Vol: 58, No: 6 , 1998
Collective coordinates, shape transitions, and shape coexistence: A microscopic approach
Nakatsukasa Takashi, Walet Niels R.
Phys. Rev. C: Nucl. Phys., Vol: 58, No: 6 , 1998
Диссипативные свойства коллективных возбуждений в конечной ферми-жидкости в рамках полуклассического подхода
Коломиец В.М., Лукьянов С.В., Плюйко В.А.
Изв. вузов. Физ., Vol: 62, No: 5 , 1998
Влияние ядерной деформации на ГДР
Д`Агостино П., Фазио Г., Джфрдина Дж. и др.
Изв. РАН. Сер. физ., Vol: 62, No: 11 , 1998
Взаимодействие коллективных и неколлективных мод при низких энергиях возбуждения в сферических ядрах
Гринберг М., Стоянов Ч., Цонева Н.
Физ. элементар. частиц и атом. ядра, Vol: 29, No: 6 , 1998
Классические уравнения дыхательной моды магических ядер
Филиппов Г.Ф.
Ядер. физ., Vol: 58, No: 11 , 1995
Wigner function moments versus RPA in a simple model
Balbutsev E.B., Schuck P.
Ядер. физ., Vol: 69, No: 12 , published: 01 January 1990
On parametric resonance ikn quantum many-body system-collective motion and quantum fluctuation around it in coupled Lipkin model
Tsue Yasuhiko, Joao da Providencia, Kuriyama Atsushi, et al.
Progr. Theor. Phys., Vol: 115, No: 1
Boson realization of the su(3)-algebra. I. Schwinger representation for the Lipkin model
Providencia Constanca, Joao da Providencia, Tsue Yasuhiko, et al.
Progr. Theor. Phys., Vol: 115, No: 1
Boson realization of the su(3)-algebra. II. Holstein-Primakoff representation for the Lipkin model
Providencia Constanca, Joao da Providencia, Tsue Yasuhiko, et al.
Progr. Theor. Phys., Vol: 115, No: 1
Nuclear quantum transport for barrier problems
Rummel Christian, Hofmann Helmut
Progr. Theor. Phys. Suppl., Vol: , No: 154
Lagre-amplitude motion in the Suzuki model
Balbutsev E.B.
Ядер. физ., Vol: 65, No: 1
Sound modes in hot nuclear matter
Kolomietz V. M., Shlomo S.
Phys. Rev. C: Nucl. Phys., Vol: 64, No: 4
Empirical Realization of a Critical Point Description in Atomic Nuclei
Casten R. F., Zamfir N. V.
Phys. Rev. Lett., Vol: 87, No: 5
A possible boson realization of generalized Lipkin model for Many-Fermion system. The su(M+1)-algebraic model in non-symmetric boson representation
Kuriyama Atsushi, Providencia Constanca, da Providencia joao et al.
Progr. Theor. Phys., Vol: 105, No: 6
Nonlinear dyanamics of nuclear collective motion
Sakata Fumihiko, Marumori Toshio, Hashimoto Yukio et al.
Progr. Theor. Phys. Suppl., Vol: , No: 141
Time-evolution of the coherent and the squeezed states of Many-Body systems based on the basic idea of the boson mapping and the TDHF method
Kuriyama Atsushi, da Providencia Joao, Tsue Yasuhiko et al.
Progr. Theor. Phys. Suppl., Vol: , No: 141
Non-unitary boson mapping and its application to nuclear collective
Takada Kehjiro
Progr. Theor. Phys. Suppl., Vol: , No: 141
Canonical formulation of mixed state and irreducible representation of u(Μ) algebra
Kuriyama Atsushi, da Providencia Joao, Yamaura Masatoshi
Progr. Theor. Phys. Suppl., Vol: , No: 141
Diabatic mean-field description of rotational bands in terms of the selfconsistent collective coordinate method
Shimizu Yoshifumi R., Matsuyanagi Kenichi
Progr. Theor. Phys. Suppl., Vol: , No: 141
Nuclear structure at finite temperature: A review
Bortignon P.F.
Ядер. физ., Vol: 64, No: 6
Collective motion of a pure octupole deformed system
Guo Jian You, Ruan Tu Nan, Xu Fu Xin
High Energy Phys. and Nucl.Phys.=Gaoneng wuli yu hewuli , Vol: 24, No: 12
Adiabatic mean-field model for dynamical collective state transitions of a nuclear system
Kohmura T., Hashimoto Y., Ohta H., Maruyama M.
Phys. Rev. C: Nucl. Phys., Vol: 61, No: 3
Collective and chaotic motion in self-bound many-body systems
Papenbrock Thomas
Phys. Rev. C: Nucl. Phys., Vol: 61, No: 3
Nuclear octupole correlations and the enhancement of atomic time-reversal violation
Engel J., Friar J. L., Hayes A. C.
Phys. Rev. C: Nucl. Phys., Vol: 61, No: 3
Collective states in nuclei and many-body random interactions
Bijker R., Frank A.
Phys. Rev. C: Nucl. Phys., Vol: 62, No: 1
Collisional damping and collisional coupling in the nuclear collective response
Chomaz Philippe, Lacroix Denis, Ayik Sakir, Colonna Maria
Phys. Rev. C: Nucl. Phys., Vol: 62, No: 2
Relationship between the fermion dynamical symmetric model Hamiltonian and nuclear collective motion
Zhao Y. M., Yoshinaga N., Yamaji S., Arima A.
Phys. Rev. C: Nucl. Phys., Vol: 62, No: 2
The lipkin model in a new boson realization. Bsic idea
Kuriyama Atsushi, Providencia Cosntanca, da Procidencia Joao, Yamamura Masatoshi
Progr. Theor. Phys., Vol: 103, No: 4
Adiabatic selfconsistent collective coordinate method for alarge amplitude collective motion in nuclei with pairing correlations
Matsuo Masayuki, Nakatsukasa Takashi, Matsuyanagi Kenichi
Progr. Theor. Phys., Vol: 103, No: 5
Влияние спаривания на коллективную ядерную динамику
Иванюк Ф.А.
Изв. РАН. Сер. физ., Vol: 64, No: 3
Макро-микроскопический подход в ядерной динамике
Михайлов И.Н.
Физ. элементар. частиц и атом. ядра, Vol: 31, No: 4
Ядерный гигантский дипольный резонанс при экстремальных условиях
Ди Торо М., Баран В., Кабиббо М. и др.
Физ. элементар. частиц и атом. ядра, Vol: 31, No: 4