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   Atomic nucleus.
      Nuclear structure.
         Microscopic methods in nuclear structure theory (Hartree-Fock method, random phase approximation, etc.).
            General problems of the Hartree--Fock method.
Projection after variation in the finite-temperature Hartree-Fock-Bogoliubov approximation
P. Fanto
Phys. Rev. C: Nucl. Phys., Vol: 96, No: 5 , published: 01 November 2017
Implementation of the variation-after-projection approach in calculations with a time-odd Hartree-Fock mean field
Tu Ya, Yan He, Zao-Chun Gao, Jia-Qi Wang, and Y. S. Chen
Phys. Rev. C: Nucl. Phys., Vol: 95, No: 6 , published: 09 June 2017
Applying the density matrix expansion with coordinate-space chiral interactions
A. Dyhdalo, S. K. Bogner, and R. J. Furnstahl
Phys. Rev. C: Nucl. Phys., Vol: 95, No: 5 , published: 22 May 2017
Brueckner-Hartree-Fock calculations for finite nuclei with renormalized realistic forces
B. S. Hu (胡柏山), F. R. Xu (许甫荣), Q. Wu (吴强), Y. Z. Ma (马远卓), and Z. H. Sun (孙中浩)
Phys. Rev. C: Nucl. Phys., Vol: 95, No: 3 , published: 27 March 2017
Hybrid configuration mixing model for odd nuclei
G. Colò, P. F. Bortignon, and G. Bocchi
Phys. Rev. C: Nucl. Phys., Vol: 95, No: 3 , published: 06 March 2017
Nucleon localization and fragment formation in nuclear fission
C. L. Zhang (张春莉), B. Schuetrumpf, and W. Nazarewicz
Phys. Rev. C: Nucl. Phys., Vol: 94, No: 6 , published: 27 December 2016
Self-consistent theory of finite Fermi systems and Skyrme–Hartree–Fock method
E. E. Saperstein, S. V. Tolokonnikov
Ядер. физ., Vol: 79, No: 6 , published: 01 November 2016
Di-neutrons in neutron matter within a Brueckner-Hartree-Fock approach
Felipe Isaule, H. F. Arellano, and Arnau Rios
Phys. Rev. C: Nucl. Phys., Vol: 94, No: 3 , published: 21 September 2016
Nuclear mean field and double-folding model of the nucleus-nucleus optical potential
Dao T. Khoa, Nguyen Hoang Phuc, Doan Thi Loan, and Bui Minh Loc
Phys. Rev. C: Nucl. Phys., Vol: 94, No: 3 , published: 19 September 2016
Global analysis of isospin dependent microscopic nucleon-nucleus optical potentials in a Dirac-Brueckner-Hartree-Fock approach
Ruirui Xu (续瑞瑞), Zhongyu Ma (马中玉), Yue Zhang (张玥), Yuan Tian (田源), E. N. E. van Dalen, and H. Müther
Phys. Rev. C: Nucl. Phys., Vol: 94, No: 3 , published: 08 September 2016
Impact of Fock terms on the isospin properties of nuclear matter
12th International Conference on Nucleus-Nucleus Collisions 2015, Catania, Italy, June 21-26, 2015
Bao Yuan Sun, Qian Zhao and Wen Hui Long
EPJ Web of Conferences, Vol: 2016, No: 117 , published: 11 May 2016
Hartree–Fock many-body perturbation theory for nuclear ground-states
Alexander Tichai, Joachim Langhammer, Sven Binder, Robert Roth
Phys. Lett. B, Vol: 756, No: 0 , published: 10 May 2016
Nonrelativistic nucleon effective masses in nuclear matter: Brueckner-Hartree-Fock model versus relativistic Hartree-Fock model
A. Li, J. N. Hu, X. L. Shang, and W. Zuo
Phys. Rev. C: Nucl. Phys., Vol: 93, No: 1 , published: 28 January 2016
Microscopic approach to NA and AA scattering in the framework of chiral effective field theory and Brueckner-Hartree-Fock theory
Proceedings of the 14th International Conference on Nuclear Reaction Mechanisms, Varenna (Italy), Villa Monastero, June 15-19, 2015

Proc. Int. Conf. Nucl. Reaction Mechanisms, Vol: 2015, No: 14 , published: 15 June 2015
Pion Tensor Force and Nuclear Binding Energy in the Relativistic Hartree–Fock Formalism
S. Marcos, M. López-Quelle, R. Niembro, L. N. Savushkin
Ядер. физ., Vol: 77, No: 3 , published: 01 March 2014
Nuclear effective charge factor originating from covariant density functional theory
Z. M. Niu (牛中明), Q. Liu (刘泉), Y. F. Niu (牛一斐), W. H. Long (龙文辉), and J. Y. Guo (郭建友)
Phys. Rev. C: Nucl. Phys., Vol: 87, No: 3 , published: 11 March 2013
A new formulation to calculate general HFB matrix elements through the Pfaffian
Pages 219-224
Phys. Lett. B, Vol: 715, No: 1–3 , published: 29 August 2012
Symmetry energy and neutron-proton radii studied with a Wigner-Heisenberg monopole-monopole interaction
A. Z. Mekjian and L. Zamick
Phys. Rev. C: Nucl. Phys., Vol: 85, No: 5 , published: 24 May 2012
Subtraction of the spurious translational mode from the random-phase approximation response function
Kazuhito Mizuyama and Gianluca Colò
Phys. Rev. C: Nucl. Phys., Vol: 85, No: 2 , published: 10 February 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
Relativistic description of finite nuclei based on realistic NN interactions
E. N. E. van Dalen and H. Müther
Phys. Rev. C: Nucl. Phys., Vol: 84, No: 2 , published: 25 August 2011
Off-Mass-Shell Behaviors of Nucleon Self-Energies and the Gamow-Teller Sum Rule in the Relativistic Hartree-Fock Approach&nbsp
Tomoyuki Maruyama
Progr. Theor. Phys., Vol: 125, No: 6 , published: 13 June 2011
Spin- and isospin-polarized states of nuclear matter in the Dirac-Brueckner-Hartree-Fock model
Francesca Sammarruca
Phys. Rev. C: Nucl. Phys., Vol: 83, No: 6 , published: 07 June 2011
Exploration of a modified density dependence in the Skyrme functional
J. Erler, P. Klüpfel, and P.-G. Reinhard
Phys. Rev. C: Nucl. Phys., Vol: 82, No: 4 , published: 11 October 2010
Covariant density functional theory: The role of the pion
G. A. Lalazissis, S. Karatzikos, M. Serra, T. Otsuka, and P. Ring
Phys. Rev. C: Nucl. Phys., Vol: 80, No: 4 , published: 08 October 2009
Variations on a theme by Skyrme: A systematic study of adjustments of model parameters
P. Klüpfel, P.-G. Reinhard, T. J. Bürvenich, and J. A. Maruhn
Phys. Rev. C: Nucl. Phys., Vol: 79, No: 3 , published: 13 March 2009
Microscopic, quantum derivation of cranking model for nuclear collective rotation: harmonic oscillator case
Gulshani P.
Can. J. Phys., Vol: 86, No: 8 , published: 28 October 2008
The relativistic mean field and some of its recent applications
Gambhir Y.K.\Bhagwat A.
Физ. элементар. частиц и атом. ядра, Vol: 37, No: 2 , published: 01 April 2008
An effective formulation to solve nuclear many-body problems
Sun Bao-Xi\L~:u Xiao-Fu\Sheng Peng-Nian\Zhao En-Guang
High Energy Phys. and Nucl.Phys.=Gaoneng wuli yu hewuli , Vol: 31, No: 10 , published: 03 February 2008
Critical assessment of mean field models based on effective interactions
Col~2o G.
Ядер. физ., Vol: 70, No: 8 , published: 03 February 2008
Neutron skin thickness and nuclear matter properties
Yoshida S.\Sagawa H.
Ядер. физ., Vol: 70, No: 8 , published: 03 February 2008
Binding energeis and medium polarization effects
Baroni S.\Barranco F.\Bortignon P.-F.\et al.
Ядер. физ., Vol: 70, No: 8 , published: 03 February 2008
Microscopic calculations of charge-exchange nuclear modes
Fracasso S.\Col~2o G.
Ядер. физ., Vol: 70, No: 8 , published: 03 February 2008
On the Qn-Qp deformation energy surfaces of neutron-rich oxygen isotopes
Severyukhin A.P.\Bender M.\Flocard H.\Heenen P.-H.
Ядер. физ., Vol: 70, No: 8 , published: 03 February 2008
Оболочечные поправки, магические числа и среднее поле
Денисов В.Ю.
Ядер. физ., Vol: 70, No: 2 , published: 17 November 2007
Nuclear mean field from chirally symmetric effective theory
Staszczak A.
Ядер. физ., Vol: 66, No: 8 , published: 20 July 2007
Spinporbit interaction in Hartree-Fock calculations
Bautista A.R., Co` G., Lallena A.M.
Nuovo cim. A, Vol: 112, No: 10 , 1999
Infinite nuclear matter on the light front: Nucleon-nucleon correlations
Miller G. A., Machleidt R.
Phys. Rev. C: Nucl. Phys., Vol: 60, No: 3 , 1999
Nuclear diffuseness as a degree of freedom. II. An improved approach
Myers W. D., Swiatecki W. J.
Phys. Rev. C: Nucl. Phys., Vol: 60, No: 5 , 1999
Схематическая оболочечная модель ядра при ненулевой температуре
Стороженко А.Н., Вдовин А.И., Косов Д.С.
Изв. РАН. Сер. физ., Vol: 63, No: 1 , 1999
Комментарий к статье "Ground state instability in systems of strongly interacting fermions"
Ходель В.А.
Письма в ЖЭТФ, Vol: 69, No: 3-4 , 1999
Ответ на комментарий В.А. Ходеля
Артамонов С.А., Погорелов Ю.Г., Шагинян В.Р.
Письма в ЖЭТФ, Vol: 69, No: 3-4 , 1999
Теория открытых ферми-систем для описаняи атомного ядра и ядерных реакций
Кадменский С.Г.
Ядер. физ., Vol: 62, No: 2 , 1999
Прямые ядерные реакции и теория открытых ферми-систем
Кадменский С.Г.
Ядер. физ., Vol: 62, No: 4 , 1999
Chapter. 6. Alpha-like four=nucleon correlations viewed in shingle-particle mean field
Hasegawa Munetake
Progr. Theor. Phys. Suppl., Vol: 1998, No: 132 , published: 01 January 1998
Hartree-Fock calculations in the density matrix expansion approach
Lenske F., Hofmann H.
Phys. Rev. C: Nucl. Phys., Vol: 57, No: 5 , 1998
Scalar and vector decomposition of the nucleon self-energy in the relativistic Brueckner approach
Fuchs C., Waindzoch T., Faessler Amand, Kosov D. S.
Phys. Rev. C: Nucl. Phys., Vol: 58, No: 4 , 1998
Optimized δ expansion for relativistic nuclear models
Krein G., Marques de Carvalho R.S., Menezes D.P., Nielsen M., Pinto M.B.
Eur. Phys. J. A, Vol: 1, No: 1 , 1998
Local energy-density functional and density-dependent pairing in nuclear systems
Fayans S.A., Tolokonnikov S.V., Trykov E.L., Zawischa D.
Письма в ЖЭТФ, Vol: 68, No: 3-4 , 1998
Дослiдження з теоретичноi ядерноi фiзики у Харкiвському фiзико-технiчному iнститутi
Бережной Ю.А.
Укр. фiз. ж., Vol: 43, No: 9 , 1998
Условия согласования вне рамок приближения случайных фаз
Целяев В.И.
Ядер. физ., Vol: 61, No: 5 , 1998
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
The theory of conserving approximations and the density functional theory in approximations for nuclear matter
Uechi Hiroshi
Progr. Theor. Phys., Vol: 111, No: 4
Mean field theories and exotic nuclei
Bennaceur Karim, Bronche Paul, Meyer Jacques
C. R. Physique /Acad. sci., Paris, Vol: 4, No: 4
Energy Density Functional Approach to Superfluid Nuclei
Yu Yongle, Bulgac Aurel
Phys. Rev. Lett., Vol: 90, No: 22
Quantum Phase Transitions in the Interacting Boson Model: Integrability, Level Repulsion, and Level Crossing
Arias J. M., Dukelsky J., Garcia-Ramos J. E.
Phys. Rev. Lett., Vol: 91, No: 16
Hartree-Fock mass formulas and extrapolation to new mass data
Goriely S., Samyn M., Heenen P.-H., Pearson J. M., Tondeur F.
Phys. Rev. C: Nucl. Phys., Vol: 66, No: 2
Scalar ground-state observables in the random phase approximation
Johnson Calvin W., Stetcu Ionel
Phys. Rev. C: Nucl. Phys., Vol: 66, No: 6
Pseudospin symmetry and relativistic mean field eigenfunctions
Ginocchio J. N.
Phys. Rev. C: Nucl. Phys., Vol: 66, No: 6
Lagre-amplitude motion in the Suzuki model
Balbutsev E.B.
Ядер. физ., Vol: 65, No: 1
On isospin excitation energy
Li W.-F., Zhang F.-S., Chen L.-W.
High Energy Phys. and Nucl.Phys.=Gaoneng wuli yu hewuli , Vol: 25, No: 7
Faddeev description of two-hole-one-particle motion and the single-particle spectral function
Barbieri C., Dickhoff W. H.
Phys. Rev. C: Nucl. Phys., Vol: 63, No: 3
Structure of exotic nuclei and superheavy elements in a relativistic shell model
Rashdan M.
Phys. Rev. C: Nucl. Phys., Vol: 63, No: 4
Resonances in the Hartree-Fock BCS theory
Kruppa A. T., Heenen P. H., Liotta R. J.
Phys. Rev. C: Nucl. Phys., Vol: 63, No: 4
Quark mean field model with density dependent couplings for finite nuclei
Tan Y. H., Shen H., Ning P. Z.
Phys. Rev. C: Nucl. Phys., Vol: 63, No: 5
Exact Stochastic Mean-Field Approach to the Fermionic Many-Body Problem
Juillet O., Chomaz Ph.
Phys. Rev. Lett., Vol: 88, No: 14
Turbulent Thermal Diffusion and Barodiffusion of Passive Scalar and Dispersed Phase of Particles in Turbulent Flows
Pandya R. V. R., Mashayek F.
Phys. Rev. Lett., Vol: 88, No: 4
Relativistic hartree states and collective tunneling transition of a nucleus
Kohmura Toshitake
Progr. Theor. Phys., Vol: 106, No: 3
Одночастичные волновые функции и значения энергии атомных ядер в модели с парными корреляциями и фиксированным числом частиц
Власников А.К., Михайлов В.М.
Изв. РАН. Сер. физ., Vol: 65, No: 1
Одночастичная матрица плотности в квазиклассическом приближении
Субботин В.Б., Биньяс Х.
Изв. РАН. Сер. физ., Vol: 65, No: 1
Самосогласованный и оптический нуклонные потенциалы для положительных и отрицательных энергий
Кадменский С.Г., Лесных М.М.
Ядер. физ., Vol: 64, No: 1
An improved single-particle basis for nuclear structure studies far from stability
Pittel S., Stoitsov M.V.
Ядер. физ., Vol: 64, No: 6
TFD extension of a self-consistent RPA to finite temperature
Vdovin A.I., Storozhenko A.N.
Ядер. физ., Vol: 64, No: 6
Relativistic mean field calculations of single particle potentials
Baran A.
Phys. Rev. C: Nucl. Phys., Vol: 61, No: 2
Relativistic mean field calculations of single particle potentials
Baran A.
Phys. Rev. C: Nucl. Phys., Vol: 61, No: 2
Relativistic mean field calculations of single particle potentials
Baran A.
Phys. Rev. C: Nucl. Phys., Vol: 61, No: 2
Relativistic mean field calculations of single particle potentials
Baran A.
Phys. Rev. C: Nucl. Phys., Vol: 61, No: 2
Relativistic mean field calculations of single particle potentials
Baran A.
Phys. Rev. C: Nucl. Phys., Vol: 61, No: 2
Random-phase approximation approach to rotational symmetry restoration in a three-level Lipkin model
Hagino K., Bertsch G. F.
Phys. Rev. C: Nucl. Phys., Vol: 61, No: 2
Relativistic mean field calculations of single particle potentials
Baran A.
Phys. Rev. C: Nucl. Phys., Vol: 61, No: 2
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
Point symmetries in the Hartree-Fock approach. I. Densities, shapes, and currents
Dobaczewski J., Dudek J., Rohozinski S. G., Werner T. R.
Phys. Rev. C: Nucl. Phys., Vol: 62, No: 1
Point symmetries in the Hartree-Fock approach. II. Symmetry-breaking schemes
Dobaczewski J., Dudek J., Rohozinski S. G., Werner T. R.
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
Двухчастичная квантовая система: приближение самосогласованного поля и межчастичные корреляции
Кулаковский Д.В., Попов А.М.
Вестн. МГУ. Сер. 3, Vol: 3, No: 4