P. Ring

发表

The Nuclear Many-Body Problem

M. Strayer, P. Ring, P. Schuck, 2004 .

Towards an ab initio covariant density functional theory for nuclear structure

W. Long, P. Ring, Shihang Shen, 2019, Progress in Particle and Nuclear Physics.

Spin symmetry in the Dirac sea derived from the bare nucleon–nucleon interaction

P. Ring, Shihang Shen, Haozhao Liang, 2018, Physics Letters B.

rho meson coupling in the relativistic mean field theory and description of exotic nuclei

P. Ring, M. Sharma, M. Nagarajan, 1993 .

New parametrization for the Lagrangian density of relativistic mean field theory

P. Ring, G. Lalazissis, J. Konig, 1996, nucl-th/9607039.

Relativistic effects in low-energy nuclear structure

P. Ring, 1999 .

Green's function method for the single-particle resonances in a deformed Dirac equation

P. Ring, T. Sun, L. Qian, 2017, Physical Review C.

GROUND-STATE PROPERTIES OF EVEN–EVEN NUCLEI IN THE RELATIVISTIC MEAN-FIELD THEORY☆

P. Ring, G. Lalazissis, S. Raman, 1999 .

Masses and radii of spherical nuclei calculated in various microscopic approaches

A. Baran, P. Ring, J. Dobaczewski, 1999 .

Spectroscopy of the heaviest nuclei (theory)

P. Ring, A. Afanasjev, H. Abusara, 2010, 1010.1804.

Accurate Relativistic Chiral Nucleon-Nucleon Interaction up to Next-to-Next-to-Leading Order.

L. Geng, P. Ring, Jun-Xu Lu, 2021, Physical review letters.

Global Performance of Covariant Density Functional Theory in Description of Charge Radii and Related Indicators

P. Ring, A. Afanasjev, U. Perera, 2021, Bulgarian Journal of Physics.

Odd Systems in Deformed Relativistic Hartree Bogoliubov Theory in Continuum

P. Ring, J. Meng, Shan-Gui Zhou, 2012, 1203.1363.

On the character of the Hartree-Fock-Bogoliubov solutions in a rotating frame

P. Ring, H. J. Mang, B. Banerjee, 1974 .

Time-odd mean fields in the rotating frame: Microscopic nature of nuclear magnetism

P. Ring, A. Afanasjev, 2000, nucl-th/0006034.

Application of the Finite Element Method in Self-consistent Relativistic Mean Eld Calculations

P. Ring, D. Vretenar, W. P. Oschl, 1999 .

Application of the finite element method in self-consistent relativistic mean field calculations

P. Ring, D. Vretenar, W. Pöschl, 1996 .

Solution of relativistic Hartree-Bogoliubov equations in configurational representation: spherical neutron halo nuclei

M. Stoitsov, P. Ring, G. Lalazissis, 1998, nucl-th/9805047.

Quadrupole deformations of neutron-drip-line nuclei studied within the Skyrme Hartree-Fock-Bogoliubov approach

M. Stoitsov, P. Ring, J. Dobaczewski, 1999, nucl-th/9909006.

A microscopic estimate of the nuclear matter compressibility and symmetry energy in relativistic mean-field models

P. Ring, D. Vretenar, T. Niksic, 2003, nucl-th/0302070.

Relativistic mean field model based on realistic nuclear forces

M. Serra, T. Otsuka, P. Ring, 2007 .

Relativistic Hartree-Bogoliubov model with density-dependent meson-nucleon couplings

P. Ring, D. Vretenar, T. Niksic, 2002, nucl-th/0205009.

Relativistic Hartree-Bogoliubov description of deformed light nuclei

P. Ring, G. Lalazissis, D. Vretenar, 2001, HNPS Proceedings.

The microscopic treatment of the nuclear system

P. Ring, 2001 .

Systematic study of Sr isotopes in the relativistic mean field theory

H. Toki, I. Tanihata, P. Ring, 1993 .

The time-dependent relativistic mean-field theory and the random phase approximation

P. Ring, N. Giai, D. Vretenar, 2001, nucl-th/0106061.

Leading order relativistic chiral nucleon-nucleon interaction

L. Geng, X. Ren, P. Ring, 2016, 1611.08475.

Low-lying dipole response in the relativistic quasiparticle time blocking approximation and its influence on neutron capture cross sections

F. Thielemann, G. Martínez-Pinedo, K. Langanke, 2009, 0903.5439.

Fragmentation of spin-dipole strength in 90Zr and 208Pb

P. Ring, D. Vretenar, E. Litvinova, 2012, 1204.6260.

Symmetry restoration in mean-field approaches

L. Robledo, P. Ring, J. Dobaczewski, 2019, Journal of Physics G: Nuclear and Particle Physics.

Symmetry-conserving Hartree-Fock-Bogolyubov-theory and its application to collective nuclear rotation

P. Ring, H. J. Mang, R. Beck, 1970 .

A numerical comparison of three different approaches to the weak or intermediate coupling model for 2 particle — 1 hole states

P. Ring, P. Schuck, 1974 .

The nuclei212Pb,212Bi,212Po,212At,212Rn in a microscopic weak-coupling approach

P. Ring, P. Schuck, R. Wittmann, 1976 .

Mode coupling and Dyson's finite boson expansion in nuclei

P. Ring, P. Schuck, 1977 .

Microscopic investigations of the structure of the bosons and the hamiltonian of the interacting boson model

Y. K. Gambhir, P. Ring, P. Schuck, 1982 .

Microscopic determination of the interacting boson model parameters

Y. K. Gambhir, P. Ring, P. Schuck, 1982 .

MICROSCOPIC FORMULATION OF INTERACTING FERMION-BOSON SYSTEMS+

Y. K. Gambhir, P. Ring, P. Schuck, 1984 .

An analysis of angular-momentum-projected Hartree-Fock-Bogoliubov wave functions in terms of interacting bosons

Y. K. Gambhir, P. Ring, W. Pannert, 1985 .

Collective motion of fermions and boson expansion (I)

P. Ring, W. Pannert, 1987 .

Supersymmetry in the interacting boson fermion model as a formal property of a schwinger-type boson-fermion mapping

P. Ring, U. Kaup, 1987 .

A microscopic boson model for collective transition nuclei: Schwinger representation of the SO(8) shell model algebra

P. Ring, R. S. Nikam, U. Kaup, 1988 .

Charge radii in covariant density functional theory: A global view

P. Ring, A. Afanasjev, U. Perera, 2021, Physical Review C.

1 0 D ec 2 01 5 Anatomy of molecular structures in

J. Yao, P. Ring, J. Meng, 2015 .

Systematic study of nuclear matrix elements in neutrinoless double-β decay with a beyond-mean-field covariant density functional theory

J. Yao, K. Hagino, P. Ring, 2014, 1410.6326.

Parametric correlations in energy density functionals

P. Ring, A. Afanasjev, S. Agbemava, 2019, Physics Letters B.

Laser spectroscopy of neutron-rich $^{207,208}$Hg isotopes: Illuminating the kink and odd-even staggering in charge radii across the $N=126$ shell closure

P. Spagnoletti, V. Manea, J. Billowes, 2020, 2012.13802.

Relativistic Brueckner-Hartree-Fock theory for neutron drops

P. Ring, Shihang Shen, Haozhao Liang, 2018, 1802.08108.

K-Levels in Axially Deformed Nuclei with Relativistic Hartree-Bogoliubov Theory

P. Ring, G. Lalazissis, V. Prassa, 2019 .

Nuclear asymmetry energy and isovector stiffness within the effective surface approximation

J. Błocki, P. Ring, A. Vlasenko, 2013, 1301.5749.

Wave functions of nuclear states with small single-particle spectroscopic factors

P. Ring, E. Werner, W. Hering, 1975 .

A MICROSCOPIC DESCRIPTION OF BOSON- AND FERMION-ALIGNMENT IN OCTUPOLE BANDS OF ACTINIDE NUCLEI

L. Robledo, P. Ring, J. L. Egido, 1986 .

Relativistic mean-field interaction with density-dependent meson-nucleon vertices based on microscopical calculations

X. Vinas, P. Ring, P. Schuck, 2011, 1110.2311.

Effective gauge-invariant nuclear lagrangian

P. Ring, L. N. Savushkin, V. Fomenko, 1994 .

New parametrization for the Lagrangian density of relativistic mean field theory

P. Ring, G. Lalazissis, J. Konig, 1996, nucl-th/9607039.

The Nuclear Many-Body Problem

M. Strayer, P. Ring, P. Schuck, 2004 .

3D relativistic Hartree-Bogoliubov model with a separable pairing interaction: Triaxial ground-state shapes

P. Ring, D. Vretenar, T. Niksic, 2009, 0912.1331.

Charge radii, moments and masses of mercury isotopes across the N = 126 shell closure

J. P. Ramos, V. Manea, J. Billowes, 2021, 2111.10468.

Pycnonuclear reaction rates between neutron-rich nuclei

M. Wiescher, P. Ring, A. Afanasjev, 2005 .

Nuclear fusion in dense matter: Reaction rate and carbon burning

E. F. Aguilera, M. Wiescher, P. Ring, 2005, astro-ph/0506386.

Rare-earth nuclei: Radii, isotope-shifts and deformation properties in the relativistic mean-field theory

P. Ring, M. Sharma, G. Lalazissis, 1996 .

Charge radii in covariant density functional theory: A global view

P. Ring, A. Afanasjev, U. Perera, 2021, Physical Review C.

Anomaly in the charge radii of Pb isotopes

P. Ring, M. Sharma, G. Lalazissis, 1993, nucl-th/9310009.

Nuclear matrix element of neutrinoless double-β decay : relativity and short-range correlations

J. Yao, P. Ring, J. Meng, 2017, 1702.02448.

Neutron density distributions from antiprotonic 208Pb and 209Bi atoms

B. Ketzer, F. Hartmann, T. Egidy, 2007, nucl-ex/0702016.

Asymmetric nuclear matter and neutron star properties in relativistic ab initio theory in the full Dirac space

H. Tong, P. Ring, J. Meng, 2022, Physical Review C.

Nuclear structure in strong magnetic fields: Nuclei in the crust of a magnetar

P. Ring, E. Khan, M. Grasso, 2011, 1107.5243.

Structure of the pygmy dipole resonance in Sn-124

H. Wörtche, R. Krücken, V. Stoica, 2012 .

Isospin character of the pygmy dipole resonance in 124Sn.

H. Wörtche, R. Krücken, V. Stoica, 2010, Physical review letters.

RELATIVISTIC DESCRIPTION OF EXOTIC COLLECTIVE EXCITATION PHENOMENA IN ATOMIC NUCLEI

P. Ring, D. Vretenar, N. Paar, 2004, nucl-th/0407064.

Relativistic Hartree Bogoliubov model with Density Dependent meson-nucleon couplings

P. Ring, D. Vretenar, T. Niksic, 2002, HNPS Proceedings.

On the way to a microscopic derivation of covariant density functionals in nuclei

P. Ring, 2018 .

Covariant density functional theory for decay of deformed proton emitters: A self-consistent approach

P. Ring, L. Ferreira, E. Maglione, 2016 .

Self-consistent description of deformed nuclei at the proton drip line

P. Ring, L. Ferreira, E. Maglione, 2016 .

On the way to a microscopic derivation of covariant density functional theory

P. Ring, 2015 .

Covariant density functional theory for exotic nuclei near the neutron drip-line

J. Yao, H. Liang, W. Long, 2013 .

Covariant density functional theory and applications in nuclear physics and r-process

J. Yao, Z. Niu, P. Ring, 2012 .

Magnetic rotations in 198Pb and 199Pb within covariant density functional theory

P. Ring, J. Meng, S. Zhang, 2011, 1112.6260.

Neutron halo in deformed nuclei from a relativistic Hartree-Bogoliubov model in a Woods-Saxon basis

P. Ring, J. Meng, S. G. Zhou, 2011, 1101.3158.

Density functional theory with a separable pairing force in finite nuclei

P. Ring, Zhong‐yu Ma, Yuan Tian, 2010 .

Neutron halo in deformed nuclei

P. Ring, J. Meng, Shan-Gui Zhou, 2009, 0909.1600.

Covariant density functional theory beyond mean field and applications for nuclei far from stability

P. Ring, 2010 .

Covariant density functional theory: The role of the pion

M. Serra, T. Otsuka, P. Ring, 2009, 0909.2364.

The effective force NL3 revisited

P. Ring, G. Lalazissis, R. Fossion, 2009, 0909.1432.

Covariant density functional theory for extremely heavy nuclei

P. Ring, 2007 .

Dynamics of Exotic Nuclear Systems: Covariant QRPA and Extensions.

V. Tselyaev, P. Ring, D. Vretenar, 2007 .

Relativistic RPA plus phonon-coupling analysis of pygmy dipole resonances

P. Ring, D. Vretenar, E. Litvinova, 2007, nucl-th/0701046.

Covariant response theory beyond RPA and its application

V. Tselyaev, P. Ring, E. Litvinova, 2006, nucl-th/0609061.

Relativistic Mean Field theory with density dependent meson couplings

P. Ring, 2006 .

Isotopic dependence of the pygmy dipole resonance

P. Ring, D. Vretenar, N. Paar, 2004, nucl-th/0404055.

Relativistic QRPA description of low-lying dipole strength in neutron-rich nuclei

P. Ring, D. Vretenar, N. Paar, 2004 .

Mapping the proton drip line in the suburanium region and for superheavy elements

P. Ring, G. Lalazissis, D. Vretenar, 2004 .

Giant resonances of stable and exotic nuclei in relativistic RPA

P. Ring, N. Giai, Zhong‐yu Ma, 2003 .

Mapping the proton drip line

P. Ring, G. Lalazissis, D. Vretenar, 2003 .

QUASIPARTICLE RANDOM PHASE APPROXIMATION BASED ON THE RELATIVISTIC HARTREE-BOGOLIUBOV MODEL. II. NUCLEAR SPIN AND ISOSPIN EXCITATIONS

P. Ring, D. Vretenar, N. Paar, 2004, nucl-th/0402094.

Alpha decay of 114Ba

C. Mazzocchi, P. Woods, M. Gierlik, 2002 .

Collective multipole excitations in a microscopic relativistic approach

P. Ring, N. Giai, D. Vretenar, 2001, nucl-th/0107010.

Relativistic Hartree-Bogoliubov and QRPA description of exotic nuclear structure

P. Ring, G. Lalazissis, D. Vretenar, 2003 .

The time-dependent relativistic mean-field theory and the random phase approximation

P. Ring, N. Giai, D. Vretenar, 2001, nucl-th/0106061.

Collectivity of the low-lying dipole strength in relativistic random phase approximation

P. Ring, G. Lalazissis, D. Vretenar, 2001, nucl-th/0101063.

Pygmy dipole resonances in relativistic random phase approximation

P. Ring, G. Lalazissis, D. Vretenar, 2000, nucl-th/0009057.

Properties of Superdeformed Fission Isomers in the Cranked Relativistic Hartree-Bogoliubov Theory

P. Ring, A. Afanasjev, 2000, nucl-th/0006033.

Mapping the proton drip line from Z=31 to Z=49

P. Ring, G. Lalazissis, D. Vretenar, 2000, nucl-th/0005024.

Isoscalar dipole mode in relativistic random phase approximation

P. Ring, D. Vretenar, A. Wandelt, 2000, nucl-th/0003041.

Cranked relativistic Hartree–Bogoliubov theory: formalism and application to the superdeformed bands in the A∼190 region

P. Ring, J. Konig, A. Afanasjev, 2000, nucl-th/0001054.

Isoscalar compression modes in relativistic random phase approximation

P. Ring, N. Giai, D. Vretenar, 1999, nucl-th/9910054.

Ground-state properties of deformed proton emitters in the relativistic Hartree-Bogoliubov model

P. Ring, G. Lalazissis, D. Vretenar, 1999, nucl-th/9905019.

Relativistic mean-field description of the dynamics of giant resonances

P. Ring, G. Lalazissis, D. Vretenar, 1998, nucl-th/9809036.

Excitation energy of superdeformed bands in Relativistic Mean Field theory

P. Ring, G. Lalazissis, 1997, nucl-th/9712032.

Relativistic Hartree-Bogoliubov description of the neutron drip-line in light nuclei

P. Ring, G. Lalazissis, D. Vretenar, 1997, nucl-th/9710013.

Ground state properties of the β stable nuclei in various mean field theories

A. Baran, P. Ring, G. Lalazissis, 1997, nucl-th/9703018.

Configuration mixing of angular-momentum-projected triaxial relativistic mean-field wave functions

J. Yao, P. Ring, J. Meng, 2009, 1006.1400.

E0 properties in the lead region

P. Ring, J. Speth, L. Zamick, 1974 .

Magnetic multipole moments and transition probabilities of single-particle states around 208pb

P. Ring, J. Speth, E. Werner, 1973 .

Neutrinoless double-beta decay in covariant density functional theory

K. Hagino, P. Ring, J. Meng, 2015 .

Nuclear landscape in covariant density functional theory

P. Ring, D. Ray, A. Afanasjev, 2013 .

Covariant density functional theory: predictive power and first attempts of a microscopic derivation

P. Ring, 2018 .

Towards the improvement of spin-isospin properties in nuclear energy density functionals

H. Sagawa, H. Liang, P. Ring, 2016 .

Relativistic Nuclear Energy Density Functionals

P. Ring, D. Vretenar, T. Nikšić, 2010 .

Finite-temperature linear response theory based on relativistic Hartree Bogoliubov model with point-coupling interaction

Y. Niu, P. Ring, N. Paar, 2021, Physical Review C.

Many-body approach to superfluid nuclei in axial geometry

P. Ring, P. Schuck, T. Nikvsi'c, 2021, 2104.14513.

Assessing theoretical uncertainties in fission barriers of superheavy nuclei

P. Ring, D. Ray, A. Afanasjev, 2017, 1704.06334.

Configuration interaction in symmetry-conserving covariant density functional theory

P. Ring, J. Meng, P. Zhao, 2016, 1607.04241.

Nuclear shell structure and response with quasiparticle-vibration coupling

P. Ring, E. Litvinova, 2016 .

Anatomy of molecular structures in 20 Ne

J. Yao, P. Ring, J. Meng, 2015, 1510.05232.

Covariant density functional theory: Reexamining the structure of superheavy nuclei

P. Ring, T. Nakatsukasa, A. Afanasjev, 2015, 1510.07909.

Density Functional Theory and Nuclear Shape Transitions

P. Ring, 2015 .

Recent developments of the projected shell model based on many-body techniques

T. Mizusaki, P. Ring, M. Oi, 2015 .

Relativistic description of nuclear matrix elements in neutrinoless double-$\beta$ decay

J. Yao, P. Ring, J. Meng, 2014, 1407.1368.

Microscopic benchmark study of triaxiality in low-lying states of 76 Kr

J. Yao, K. Hagino, P. Ring, 2014, 1403.4812.

Effect of pairing correlations on nuclear low-energy structure: BCS and general Bogoliubov transformation

J. Yao, W. Long, P. Ring, 2013, 1312.0431.

Implementation of the finite amplitude method for the relativistic quasiparticle random-phase approximation

P. Ring, D. Vretenar, N. Kralj, 2013, 1311.6581.

Relativistic two-phonon model for the low-energy nuclear response

V. Tselyaev, P. Ring, E. Litvinova, 2013, 1308.3184.

Pairing strength on the nuclear size in relativistic continuum Hartree-Bogoliubov theory

P. Ring, J. Meng, Ying Chen, 2013, 1308.1773.

Halos in a deformed relativistic Hartree-Bogoliubov theory in continuum

P. Ring, J. Meng, Shan-Gui Zhou, 2012, 1211.1099.

Efficient method for computing the Thouless-Valatin inertia parameters

J. Yao, P. Ring, J. Meng, 2012, 1209.6075.

Covariant density functional theory for antimagnetic rotation

H. Liang, P. Ring, J. Meng, 2012, 1205.0867.

Berry phase and backbending

P. Ring, 2012, 1204.2681.

MODERN APPLICATIONS OF COVARIANT DENSITY FUNCTIONAL THEORY

P. Ring, G. Lalazissis, D. Vretenar, 2011, 1109.3974.

Covariant Density Functional Theory for Excited States in Nuclei

P. Ring, E. Litvinova, I. Daoutidis, 2011 .

Relativistic continuum quasiparticle random-phase approximation in spherical nuclei

P. Ring, I. Daoutidis, 2011, 1103.2332.

g factors of nuclear low-lying states: A covariant description

P. Ring, J. Meng, J. Peng, 2011 .

Particle-number-projected Hartree–Fock–Bogoliubov study with effective shell model interactions

P. Ring, I. Maqbool, J. Sheikh, 2010, 1011.4869.

Covariant density functional theory with spectroscopic properties and a microscopic theory of quantum phase transitions in nuclei

J. Yao, P. Ring, J. Meng, 2011 .

BEYOND THE RELATIVISTIC MEAN-FIELD APPROXIMATION: CONFIGURATION MIXING CALCULATIONS

P. Ring, D. Vretenar, T. Niksic, 2011 .

Fission barriers in actinides in covariant density functional theory: The Role of triaxiality

P. Ring, A. Afanasjev, H. Abusara, 2010, 1010.1803.

Relativistic Hartree-Fock-Bogoliubov theory with density dependent meson-nucleon couplings

W. Long, P. Ring, J. Meng, 2008, 0812.1103.

Quantum fluctuations in the shape of exotic nuclei

J. Yao, K. Hagino, P. Ring, 2009, 0909.1741.

Relativistic point coupling model for vibrational excitations in the continuum

P. Ring, D. Vretenar, E. Litvinova, 2009 .

Evolution of the Low‐lying E1 Strength With Deformation

P. Ring, E. Khan, D. Arteaga, 2009 .

Microscopic analysis of nuclear quantum phase transitions in the N ≈ 90 region

P. Ring, J. Meng, G. Lalazissis, 2009, 0904.1487.

Three-Dimensional Angular Momentum Projected Relativistic Point-Coupling Approach for Low-Lying Excited States in 24 Mg

J. Yao, P. Ring, J. Meng, 2008, 0811.3058.

New Aspects on Dynamics in Nuclei Described by Covariant Density Functional Theory

P. Ring, D. Pena, 2008 .

Covariant density functional theory and nuclear dynamics far from stability

P. Ring, D. Vretenar, E. Litvinova, 2007 .

Relativistic quasiparticle random phase approximation in deformed nuclei

P. Ring, D. Arteaga, 2007 .

Particle-vibration coupling within covariant density functional theory

V. Tselyaev, P. Ring, E. Litvinova, 2007, 0705.1044.

Covariant theory of particle-vibrational coupling and its effect on the single-particle spectrum

P. Ring, E. Litvinova, 2006, nucl-th/0605060.

Beyond the relativistic mean-field approximation: Configuration mixing of angular-momentum-projected wave functions

P. Ring, D. Vretenar, T. Niksic, 2006, nucl-th/0601005.

β-decay rates of r-process nuclei in the relativistic quasiparticle random phase approximation

P. Ring, D. Vretenar, N. Paar, 2004, nucl-th/0412028.

Relativistic Density Functional Theory: Applications to Nuclei Far from Stability

P. Ring, 2004 .

Effects of gap fluctuations on the pair-transfer correlation function in nanometer-scale superconducting grains

R. Rossignoli, N. Canosa, P. Ring, 2003 .

Spherical relativistic Hartree theory in a Woods-Saxon basis

P. Ring, J. Meng, Shan-Gui Zhou, 2003, nucl-th/0303031.

Pairing correlations and particle-number projection methods

R. Rossignoli, P. Ring, J. Sheikh, 2002, nucl-th/0207080.

Relativistic description of medium-heavy nuclei far from stability

P. Ring, G. Lalazissis, D. Vretenar, 2002 .

Relativistic Random Phase Approximation and Applications for Nuclei with Large Neutron Excess

P. Ring, 2002 .

Relativistic Hartree-Bogoliubov Description of Ground-State Properties of Finite Nuclei

P. Ring, Milena Serra, 2002 .

Relativistic Theory of Pairing in Finite Nuclei

M. Serra, P. Ring, 2002 .

Relativistic Field Theories and the Microscopic Description of the Nuclear System

P. Ring, 2002 .

Nuclear Fission Described in the Framework of the Relativistic Mean Field Theory

P. Ring, V. Pashkevich, 2002 .

Localized form of Fock terms in nuclear covariant density functional theory

P. Ring, J. Meng, P. Zhao, 2012, 1207.6206.

New relativistic mean-field interaction with density-dependent meson-nucleon couplings

P. Ring, G. Lalazissis, D. Vretenar, 2005 .

Axially deformed solution of the Skyrme-Hartree-Fock-Bogolyubov equations using the transformed harmonic oscillator basis. The program HFBTHO (v1.66p)

W. Nazarewicz, M. Stoitsov, P. Ring, 2004, Comput. Phys. Commun..

Superdeformations in relativistic and non-relativistic mean field theories

P. Ring, A. Afanasjev, 2000 .

Relativistic energy density functionals: Low-energy collective states of {sup 240}Pu and {sup 166}Er

P. Ring, J. Meng, D. Vretenar, 2010 .

THE RELATIVISTIC MEAN FIELD THEORY AND LOW ENERGY QUADRUPOLE COLLECTIVE EXCITATIONS

P. Ring, L. Prochniak, 2004 .

Covariant density functional theory for isospin properties of nuclei far from stability

P. Ring, G. Lalazissis, D. Vretenar, 2005 .

Microscopic description of quantum shape fluctuation in C isotopes

K. Hagino, P. Ring, J. Meng, 2011 .

Superdeformed rotational bands in the A ∼ 140–150 mass region: A cranked relativistic mean field description

P. Ring, A. Afanasjev, J. König, 1996 .

Neutrino–nucleus reactions with the relativistic quasiparticle RPA

P. Ring, D. Vretenar, N. Paar, 2008 .

Magnetic dipole moment of the first excited 2+ state of Z=50 isotopes and N=82 isotones in relativistic QRPA

P. Ring, A. Ansari, 2007 .

Derivative corrections to the symmetry energy and the isovector dipole-resonance structure in nuclei

J. Błocki, P. Ring, A. Magner, 2014, 1411.5183.

Relativistic description of magnetic moments in nuclei with doubly closed shells plus or minus one nucleon

P. Ring, J. Meng, J. Hu, 2013, 1307.2044.

Shape coexistence in the relativistic Hartree-Bogoliubov approach

P. Ring, G. Lalazissis, D. Vretenar, 2002, nucl-th/0204022.

Superheavy nuclei in the relativistic mean-field theory

Y. K. Gambhir, P. Ring, M. Sharma, 1996, nucl-th/9608005.

Nuclei: A Superfluid Condensate of α Particles? A Study within the Interacting-Boson Model

Y. K. Gambhir, P. Ring, P. Schuck, 1983 .

Quadrupole deformations of neutron-drip-line nuclei studied within the Skyrme Hartree-Fock-Bogoliubov approach

M. Stoitsov, P. Ring, J. Dobaczewski, 1999, nucl-th/9909006.

Pairing properties of nuclear matter at finite temperature

H. Kucharek, P. Ring, P. Schuck, 1989 .

Pairing properties of nuclear matter from the gogny force

H. Kucharek, P. Ring, M. Girod, 1989 .

The Liquid Drop Model

P. Ring, P. Schuck, 1980 .

Scalar coupling in relativistic mean field theory and properties of nuclei and nuclear matter

P. Ring, M. Sharma, W. Koepf, 1991 .

DIRHB - A relativistic self-consistent mean-field framework for atomic nuclei

T. Niksic, N. Paar, D. Vretenar, 2014, Comput. Phys. Commun..

Continuum random-phase approximation for relativistic point coupling models

P. Ring, J. Daoutidis, 2009, 0907.3382.

Computer program for the relativistic mean field description of the ground state properties of even-even axially deformed nuclei

Y. K. Gambhir, P. Ring, G. Lalazissis, 1997, nucl-th/9710052.

Relativistic mean field theory and applications in finite nuclei

P. Ring, J. Meng, A. Afanasjev, 1997 .

Relativistic mean field theory in finite nuclei

Peter Ring, P. Ring, 1996 .

Relativistic field theory of superfluidity in nuclei

H. Kucharek, P. Ring, 1991 .

The spin-orbit field in superdeformed nuclei: a relativistic investigation

P. Ring, W. Koepf, 1991 .

Vacuum polarization in a relativistic description of open shell nuclei

P. Ring, Z. Zhu, H. J. Mang, 1991 .

A relativistic theory of superdeformations in rapidly rotating nuclei

P. Ring, W. Koepf, 1990 .

Relativistic mean field theory for finite nuclei

Peter Ring, Y. K. Gambhir, P. Ring, 1990 .

Relativistic mean-field description of the ground-state nuclear properties

Y. K. Gambhir, P. Ring, 1989 .

A relativistic description of rotating nuclei: The yrast line of 20Ne☆

P. Ring, W. Koepf, 1989 .

A new method to calculate magnetic moments in relativistic mean field theories

U. Hofmann, P. Ring, 1988 .

Has the nucleus 24Mg a triaxial shape? a relativistic investigation

P. Ring, W. Koepf, 1988 .

Relativistic description of deformed rare earth nuclei

Y. K. Gambhir, P. Ring, 1988 .

Relativistic nuclear energy density functionals: Mean-field and beyond

P. Ring, D. Vretenar, T. Niksic, 2011, 1102.4193.

Book Review: Nuclear structure 1985, proceedings of the Niels Bohr centennial conference, Copenhagen, May 20-24, 1985. R. BROGLIA, G. HAGEMANN and B. HERSKIND, ed., (North-Holland, Amsterdam, 1985; xviii - 614 pp.; US$72.75/Dfl. 195); ISBN 0-444-86979-4

P. Ring, 1987 .

Relativistic Mean Field Models and Nucleon-Nucleon Interactions

T. Otsuka, P. Ring, Y. Akaishi, 2005 .

Regular and chaotic dynamics in time-dependent relativistic mean-field theory

P. Ring, G. Lalazissis, D. Vretenar, 1997, nucl-th/9709011.

Relativistic Hartree-Bogoliubov theory: static and dynamic aspects of exotic nuclear structure

Peter Ring, Dario Vretenar, P. Ring, 2005 .

Relativistic description of regular and chaotic dynamics in the giant monopole resonances

P. Ring, G. Lalazissis, D. Vretenar, 2003 .

Nonlinear dynamics of giant resonances in atomic nuclei.

P. Ring, G. Lalazissis, D. Vretenar, 1998, Physical review. E, Statistical physics, plasmas, fluids, and related interdisciplinary topics.

The fission barriers in Actinides and superheavy nuclei in covariant density functional theory

P. Ring, G. Lalazissis, A. Afanasjev, 2009, 0909.1233.

Relativistic theory of the structure of finite nuclei

P. Ring, 1995 .

Nuclear structure calculations with a density-dependent force in 208Pb

P. Ring, J. Speth, 1974 .

Effects of tensor forces in nuclear spin–orbit splittings from ab initio calculations

P. Ring, Shihang Shen, J. Meng, 2017, 1709.06289.

RPA-calculations in 208Pb with a density dependent interaction

P. Ring, J. Speth, 1973 .

Giant resonances with time dependent covariant density functional theory

P. Ring, G. Lalazissis, 2019 .

Particle-vibrational coupling in covariant density-functional theory

P. Ring, E. Litvinova, 2009, 0909.1276.

Relativistic mean-field description of small- and large-amplitude collective motion in nuclei

P. Ring, D. Vretenar, H. Berghammer, 1995 .

Distribution of single-particle strengths in the nuclei 207Tl, 207Pb, 209Bi and 209Pb

P. Ring, E. Werner, 1973 .

Relativistic mean-field models with medium-dependent meson-nucleon couplings

P. Ring, G. Lalazissis, D. Vretenar, 2005 .

Relativistic random-phase approximation with density-dependent meson-nucleon couplings

P. Ring, D. Vretenar, T. Niksic, 2002, nucl-th/0209016.

Double giant resonances in time-dependent relativistic mean-field theory

B. Podobnik, P. Ring, D. Vretenar, 1996 .

Dynamics of Coulomb dissociation in relativistic mean field theory

P. Ring, D. Vretenar, H. Berghammer, 1993 .

Nuclear rotational population patterns in heavy-ion scattering and transfer reactions

R. Donangelo, P. Ring, M. Stoyer, 1991 .

The influence of the nuclear polarization on the properties of odd-odd nuclei in the lead region

P. Ring, K. Ebert, J. Speth, 1978 .

Nuclei at High Angular Velocities

P. Ring, 1986 .

Relativistic quasiparticle time blocking approximation: Dipole response of open-shell nuclei

V. Tselyaev, P. Ring, E. Litvinova, 2008, 0802.2649.

Toroidal dipole resonances in the relativistic random phase approximation

P. Ring, D. Vretenar, N. Paar, 2001, nucl-th/0107024.

The decay of hot nuclei

P. Ring, J. Egido, 1993 .

Isovector dipole-resonance structure within the effective surface approximation

J. Błocki, P. Ring, A. Magner, 2014 .

THE NUCLEAR DEFORMATION PARAMETERS AT HIGH EXCITATION ENERGIES

C. Dorso, P. Ring, J. Rasmussen, 1986 .

ON THE POSSIBILITY OF OBSERVING EXPERIMENTALLY DIABOLIC PAIR TRANSFER IN ROTATING NUCLEI

R. Donangelo, P. Ring, L. F. Canto, 1987 .

A nuclear squid: Diabolic pair transfer in rotating nuclei☆

P. Ring, L. F. Canto, R. S. Nikam, 1987 .

On the solution of constrained hartree-fock-bogolyubov equations

P. Ring, H. J. Mang, B. Samadi, 1976 .

Relativistic mean-field description of collective motion in nuclei: the pion field

B. Podobnik, P. Ring, D. Vretenar, 1996 .

Projected Tamm Dancoff theory for diabolical pair transfer in rotating nuclei

P. Ring, Y. Sun, R. S. Nikam, 1991 .

Excited rotational bands in the high-spin region of deformed nuclei

P. Ring, H. J. Mang, J. Egido, 1980 .

Exact angular momentum projection of cranked Hartree-Fock-Bogoliubov wave functions

P. Ring, K. Hara, A. Hayashi, 1982 .

Fluctuations and the nuclear meissner effect in rapidly rotating nuclei

P. Ring, L. F. Canto, J. Rasmussen, 1985 .

On the pairing collapse in nuclei at high angular momenta

P. Ring, U. Mutz, 1984 .

Symmetry-conserving Hartree-Fock-Bogoliubov theory: (II). Number-projected cranked Hartree-Fock-Bogoliubov calculations in the rare earth region☆

P. Ring, J. Egido, 1982 .

Symmetry conserving Hartree-Fock-Bogoliubov theory

P. Ring, J. Egido, 1982 .

Is there backbending in the actinides

P. Ring, J. Egido, 1982 .

Variational calculation of energy spectra of rotational nuclei at high spins

P. Ring, H. J. Mang, B. Banerjee, 1973 .

Electric multipole moments and transition probabilities of single-particle states in the lead region

P. Ring, J. Speth, R. Bauer, 1973 .

On the validity of the mean field approach for the description of pairing collapse in finite nuclei

P. Ring, H. J. Mang, S. Iwasaki, 1985 .

Fluctuations and Odd-Even Effects in Small Superfluid Systems

R. Rossignoli, N. Canosa, P. Ring, 1999 .

Effective finite temperature mean field approximations in finite systems

R. Rossignoli, N. Canosa, P. Ring, 1995 .

Stability of intrinsic symmetry-breaking mean field approximations at high temperatures in finite systems

P. Ring, Raúl Dante Rossignoli, 1994 .

Finite temperature projected calculations in the static path approximation

P. Ring, N. D. Dang, Raúl Dante Rossignoli, 1992 .

A microscopic study of the giant dipole resonance γ-absorption cross section in hot rotating nuclei

P. Ring, A. Ansari, B. K. Agrawal, 1997 .

Temperature-dependent Hartree-Fock-Bogoliubov calculations in hot rotating nuclei

P. Ring, H. J. Mang, J. Egido, 1986 .

Microscopic theory of the isovector dipole resonance at high angular momenta

L. Robledo, P. Ring, M. Faber, 1984 .

Form factors for two-nucleon transfer in the diabolical region of rotating nuclei

P. Ring, L. F. Canto, A. Farhan, 1996 .

Cranked hartree-fock-bogoliubov calculations for Dy isotopes

P. Ring, M. L. Cescato, Yang Sun, 1991 .

Diabolic points in deformation space

P. Ring, R. Chasman, 1990 .

Rotational population patterns and searches for the nuclear SQUID (Superconducting Quantum Interference Device)

R. Donangelo, P. Ring, M. Stoyer, 1989 .

Attenuation of the Coriolis interaction within the cranking model

P. Ring, H. J. Mang, 1974 .

Berry's phase on a quantized path. An example from nuclear physics☆

P. Ring, E. Marshalek, R. S. Nikam, 1990 .

“Back-bending” in rotational spectra and particle number projection

P. Ring, H. J. Mang, B. Banerjee, 1973 .

On the application of the Hartree-Fock-Bogolyubov-equations to a microscopic theory of nuclear rotations

P. Ring, H. J. Mang, R. Beck, 1970 .

Covariant density functional theory for magnetic rotation

P. Ring, J. Meng, J. Peng, 2008 .

Properties of the yrast states in the actinides

P. Ring, J. Egido, 1984 .

Application of the inverse Hamiltonian method to Hartree-Fock-Bogoliubov calculations

K. Hagino, P. Ring, Y. Tanimura, 2013, 1304.4697.

Electromagnetic properties of high spin states in158Dy and164Dy

Y. K. Gambhir, P. Ring, H. J. Mang, 1982 .

Microscopic theory of nuclear collective rotation. VI: The particles-plus-rotor model

M. Reinecke, H. Ruder, G. Wunner, 1981 .

On the particle-plus-rotor model

M. Reinecke, H. Ruder, G. Wunner, 1981 .

Ground-state correlations in the yrast levels of deformed nuclei

P. Ring, H. J. Mang, J. Egido, 1980 .

Self-consistent calculation of rotational states in the rare earth region with an effective ground state interaction

J. Fleckner, P. Ring, H. J. Mang, 1979 .

An approximate projection technique for the calculation of electromagnetic properties of deformed nuclei

Peter Ring, P. Ring, S. Islam, 1979 .

Theoretical investigation of rotational bands in odd-mass nuclei

P. Ring, H. J. Mang, B. Banerjee, 1974 .

Electromagnetic moments and transition rates from cranking model wavefunctions

P. Ring, H. Emling, K. Hara, 1982 .

Relativistic QRPA description of nuclear excitations

P. Ring, D. Vretenar, N. Paar, 2008 .

Self-consistent relativistic QRPA studies of soft modes and spin-isospin resonances in unstable nuclei

P. Ring, D. Vretenar, N. Paar, 2005 .

Nuclear halo structure and pseudospin symmetry

W. Long, C. Bertulani, P. Ring, 2010, 1001.4976.

Spin symmetry in the antinucleon spectrum.

P. Ring, J. Meng, Shan-Gui Zhou, 2003, Physical review letters.

Pseudospin symmetry in relativistic mean field theory

P. Ring, J. Meng, K. Sugawara-Tanabe, 1998 .

Relativistic mean field approach and the pseudospin symmetry

Y. K. Gambhir, P. Ring, G. Lalazissis, 1998, nucl-th/9806009.

Relativistic mean-field description of light Λ hypernuclei with large neutron excess

P. Ring, G. Lalazissis, D. Vretenar, 1998 .

Symmetry-conserving random phase approximation☆

P. Ring, C. Federschmidt, 1985 .

Exchange symmetry of the effective interaction in the Landau-Migdal theory of Finite Fermi Systems

P. Ring, K. Ebert, E. Werner, 1975 .

On the angular momentum dependence of inertia parameters and spurious rotational energies

P. Ring, J. Egido, 1980 .

SELFCONSISTENT TREATMENT OF EXCITED ROTATIONAL BANDS IN DEFORMED NUCLEI

P. Ring, H. J. Mang, J. Egido, 1980 .

Relation and comparison of nuclear field theory with the Dyson boson expansion and the Faddeev-Watson resummation technique

P. Ring, P. Schuck, S. Iwasaki, 1979 .

Mode coupling and the pygmy dipole resonance in a relativistic two-phonon model.

V. Tselyaev, P. Ring, E. Litvinova, 2009, Physical review letters.

Nuclear charge-exchange excitations in localized covariant density functional theory

Z. Niu, H. Liang, P. Ring, 2013, 1310.3918.

ISOSCALAR AND ISOVECTOR GIANT RESONANCES IN HOT ROTATING NUCLEI

P. Ring, 1988 .

The giant dipole resonance in the high spin region of deformed nuclei

P. Ring, J. Egido, 1983 .

On the treatment of a two-dimensional fission model with complex trajectories

P. Ring, H. Massmann, J. Rasmussen, 1978 .

On the decomposition of the single-particle density in a time-even and a time-odd part

Peter Ring, P. Schuck, P. Ring, 1977 .

Antimagnetic rotation band in nuclei: a microscopic description.

H. Liang, P. Ring, J. Meng, 2011, Physical review letters.

Novel structure for magnetic rotation bands in 60Ni

H. Liang, P. Ring, J. Meng, 2011, 1101.4547.

Relativistic description of second-order correction to nuclear magnetic moments with point-coupling residual interaction

P. Ring, J. Meng, A. Arima, 2011 .

Random-phase approximation based on relativistic point-coupling models

P. Ring, D. Vretenar, T. Niksic, 2005, nucl-th/0506043.

Time-odd mean fields in the rotating frame: Microscopic nature of nuclear magnetism

P. Ring, A. Afanasjev, 2000, nucl-th/0006034.

Deformed relativistic Hartree-Bogoliubov theory in continuum

P. Ring, J. Meng, Shan-Gui Zhou, 2012, 1202.0070.

Giant Halo at the Neutron Drip Line

P. Ring, J. Meng, 1996, nucl-th/9612045.

Two-quasiparticle K isomers within the covariant density functional theory

P. Ring, G. Lalazissis, V. Prassa, 2020 .

Fission barriers in covariant density functional theory: Extrapolation to superheavy nuclei

P. Ring, A. Afanasjev, H. Abusara, 2012, 1205.2138.

Tilted axis cranking covariant density functional theory and its applications

H. Liang, P. Ring, J. Meng, 2014 .

Three-dimensional angular momentum projection in relativistic mean-field theory

J. Yao, P. Ring, J. Meng, 2009, 0903.5027.

COVARIANT DENSITY FUNCTIONAL THEORY FOR COLLECTIVE EXCITATIONS IN NUCLEI FAR FROM STABILITY

P. Ring, 2006 .

ROTATING NUCLEI IN THE RELATIVISTIC MEAN FIELD THEORY Microscopic nature of nuclear magnetism

P. Ring, A. Afanasjev, S. Frauendorf, 2001 .

Rotating nuclei at extreme conditions: Cranked relativistic mean field description

P. Ring, A. Afanasjev, 1999, nucl-th/9907104.

Cranked relativistic mean field description of superdeformed rotational bands

P. Ring, G. Lalazissis, A. Afanasjev, 1997, Acta Physica Hungarica A) Heavy Ion Physics.

Relativistic description of high spin states

P. Ring, 1997 .

Relativistic Hartree-Bogoliubov calculations with finite range pairing forces

P. Ring, G. Lalazissis, J. Egido, 1996 .

Cranked relativistic mean field description of superdeformed bands in 83Sr

P. Ring, A. Afanasjev, J. König, 1996 .

Extended density functionals in nuclear structure physics

P. Ring, G. Lalazissis, D. Vretenar, 2004 .

Energy density functional theory in nuclei: does it have to be relativistic?

P. Ring, 2012 .

Microscopic description of nuclear collective states by symmetry conserving mean field theory

P. Ring, 1984 .

The giant dipole resonance in hot rotating nuclei

P. Ring, M. Faber, J. Egido, 1983 .

Giant dipole resonance at very high spin

P. Ring, J. Egido, 1982 .

Computer program for the time-evolution of a nuclear system in relativistic mean-field theory

Peter Ring, Dario Vretenar, P. Ring, 1995 .

Coulomb excitations of a nuclear slab in relativistic mean-field theory

P. Ring, D. Vretenar, H. Berghammer, 1993 .

Relativistic description of Coulomb dissociation. A one-dimensional model

P. Ring, D. Vretenar, H. Berghammer, 1992 .

RECENT PROGRESS IN THE STUDY OF FISSION BARRIERS IN COVARIANT DENSITY FUNCTIONAL THEORY

P. Ring, A. Afanasjev, Hazem Abusara, 2012, 1205.2131.

Proton electric pygmy dipole resonance.

P. Ring, D. Vretenar, N. Paar, 2005, Physical review letters.

Beyond the relativistic Hartree mean-field approximation: Energy dependent effective mass

P. Ring, D. Vretenar, T. Niksic, 2001, nucl-th/0109010.

Relativistic Hartree-Bogoliubov Theory with Finite Range Pairing Forces in Coordinate Space: Neutron Halo in Light Nuclei

P. Ring, G. Lalazissis, D. Vretenar, 1997, nucl-th/9709027.

Collective Properties of the Low Energy Dipole Response in the Relativistic RPA

P. Ring, G. Lalazissis, D. Vretenar, 2002 .

Exotic nuclear structure: Relativistic mean-field and beyond

P. Ring, D. Vretenar, N. Paar, 2007 .

First Observation of Backbending in an Actinide Nucleus

R. Simon, N. Trautmann, P. Ring, 1983 .

Mean-field calculations of proton and neutron distributions in Sr, Xe and Ba isotopes

L. Robledo, A. Baran, P. Ring, 1995 .

Relativistic quasiparticle time blocking approximation. II. Pygmy dipole resonance in neutron-rich nuclei

K. Langanke, V. Tselyaev, P. Ring, 2008, 0811.1423.

Neutron drip line: Single-particle degrees of freedom and pairing properties as sources of theoretical uncertainties

P. Ring, D. Ray, A. Afanasjev, 2015, 1501.04151.

Existence of Triaxial Shapes in Transitional Nuclei

P. Ring, K. Hara, A. Hayashi, 1984 .

Nuclear Breathing Mode in the Relativistic Mean Field Theory

M. Stoitsov, P. Ring, M. Sharma, 1994, nucl-th/9411018.

LOWEST LYING 2+ AND 3- STATES OF Z-EVEN N = 50 ISOTONES IN RELATIVISTIC QUASIPARTICLE RANDOM PHASE APPROXIMATION

P. Ring, A. Ansari, 2009 .

RPA equations for 2-particle-1-hole states

F. Villars, P. Ring, P. Schuck, 1973 .

Lowest lying 2{sup +} and 3{sup -} vibrational states in Pb, Sn, and Ni isotopes in relativistic quasiparticle random-phase approximation

P. Ring, A. Ansari, 2006 .

Approximate projection of angular momentum and particle number in heavy nuclei

P. Ring, H. J. Mang, H. R. Dalafi, 1975 .

On the nuclear Meissner effect

P. Ring, J. Egido, 1990 .

Neutron halo in lithium nuclei: A relativistic mean-field approach

Y. K. Gambhir, P. Ring, M. Sharma, 1991 .

Semi-Phenomenological Charge Distributions in Nuclei (§).

Y. K. Gambhir, P. Ring, H. Vries, 1989 .

Reduction of the spin-orbit potential in light drip-line nuclei

P. Ring, G. Lalazissis, D. Vretenar, 1997, nucl-th/9709020.

Relativistic Brueckner-Hartree-Fock theory in nuclear matter without the average momentum approximation

X. Ren, H. Tong, P. Ring, 2018, Physical Review C.

Relativistic Theory of Drip-Line Nuclei

P. Ring, 1998 .

Relativistic Brueckner—Hartree—Fock Theory for Finite Nuclei

P. Ring, J. Hu 胡, S. Zhang 张, 2016, 1705.01691.

The RPA strength function in the presence of thermal fluctuations

R. Rossignoli, P. Ring, 1998 .

Relativistic Hartree-Bogoliubov description of ground-state properties of Ni and Sn isotopes

P. Ring, G. Lalazissis, D. Vretenar, 1997, nucl-th/9712034.

Relativistic QRPA Description of Excitations in Exotic Nuclei

P. Ring, D. Vretenar, N. Paar, 2004 .

Collective excitations far from the valley of stability

P. Ring, D. Vretenar, N. Paar, 2003 .

Magnetic and antimagnetic rotation in covariant density functional theory

H. Liang, P. Ring, J. Meng, 2012 .

Octupole deformation in the ground states of even-even nuclei: A global analysis within the covariant density functional theory

P. Ring, A. Afanasjev, S. Agbemava, 2016, 1603.03414.

Slope-dependent nuclear-symmetry energy within the effective-surface approximation

J. Błocki, P. Ring, A. Magner, 2015, 1506.02419.

Relativistic nuclear energy density functionals: Adjusting parameters to binding energies

P. Ring, D. Vretenar, T. Niksic, 2008, 0809.1375.

The relativistic mean field, effective mass and the compression properties of nuclei

P. Ring, M. Sharma, M. Nagarajan, 1994 .

Symmetry-projected Hartree–Fock–Bogoliubov equations

P. Ring, J. Sheikh, 1999, nucl-th/9907065.

Microscopic theory of interacting bosons

Y. K. Gambhir, P. Ring, P. Schuck, 1982 .

A convergence study of Dyson's boson expansion for weak coupling situations in 209Bi

P. Ring, P. Schuck, S. Iwasaki, 1980 .

A finite range pairing force for density functional theory in superfluid nuclei

P. Ring, Z. Ma, Y. Tian, 2009 .

Deformed relativistic Hartree-Bogoliubov model for exotic nuclei

P. Ring, J. Meng, Shan-Gui Zhou, 2008, 0803.1376.

Beyond the relativistic mean-field approximation. III. Collective Hamiltonian in five dimensions

P. Ring, J. Meng, D. Vretenar, 2008, 0811.0233.

Axially deformed relativistic Hartree Bogoliubov theory with a separable pairing force

P. Ring, Zhong‐yu Ma, Yuan Tian, 2009, 0908.1848.

Nuclear structure far from the valley of stability

P. Ring, 2001 .

Relativistic Theory of Nuclear Structure far from the Valley of β-Stability

P. Ring, 2001 .

Cranked Relativistic Hartree-Bogoliubov Theory: Superdeformed Bands in the $A\sim 190$ Region

P. Ring, J. Konig, A. Afanasjev, 1999, nucl-th/9907105.

Isovector dipole strength in nuclei with extreme neutron excess

Peter Ring, P. Ring, E. Khan, 2008, 0812.1952.

Strongly disturbed bands in the high spin region described by rotating bosons

P. Ring, H. J. Mang, J. Egido, 1978 .

Pairing and repulsive effective interactions

F. Hahne, P. Ring, 1991 .

Test of many-body methods on an exactly soluble model with backbending and gapless superconductivity

S. Chu, P. Ring, J. Rasmussen, 1975 .

Diabolic pair transfer and oscillating behavior of backbending in rotating nuclei

P. Ring, L. F. Canto, R. S. Nikam, 1986 .

On the solution of the number-projected Hartree-Fock-Bogolyubov equations

P. Ring, J. Sheikh, E. Lopes, 2000, nucl-th/0008009.

Relativistic Study of Medium Polarization Effects on Superfluidity in Nuclear Matter

P. Ring, M. Matsuzaki, 1997, nucl-th/9712060.

Relativistic Hartree+Bogoliubov description of the deformed N = 28 region

M. Stoitsov, L. Robledo, P. Ring, 1998, nucl-th/9807029.

Separable pairing force for relativistic quasiparticle random-phase approximation

P. Ring, Zhong‐yu Ma, Yuan Tian, 2009, 0908.1845.

Microscopic description of hot nuclei: the SPA+RPA approach

R. Rossignoli, N. Canosa, P. Ring, 1999 .

Thermal and Quantal Fluctuations for Fixed Particle Number in Finite Superfluid Systems

R. Rossignoli, N. Canosa, P. Ring, 1998 .

Projection at Finite Temperature

R. Rossignoli, P. Ring, 1994 .

Temperature dependent relativistic mean field for highly excited hot nuclei

Y. K. Gambhir, P. Ring, G. Lalazissis, 2000 .

Berry Phase Effects in the Two-Neutron Transfer Cross Sections

R. Donangelo, P. Ring, Stoyer, 1989 .

Semiclassical treatment of nuclear effects in Coulomb excitation

R. Donangelo, P. Ring, M. Stoyer, 1990 .

Giant resonances with time dependent covariant density functional theory

P. Ring, G. Lalazissis, 2019, The European Physical Journal A.

Quantum fluctuations in the collective $0^+$ states of deformed nuclei

P. Ring, Yang Sun, Fang Chen, 2013 .

Shape coexistence near neutron number N=20: first identification of the E0 decay from the deformed first excited Jpi=0+ state in 30Mg.

R. Hertenberger, W. Schwerdtfeger, R. Krücken, 2008, Physical review letters.

A rotating α-chain in the nucleus 12C

P. Ring, 2019, Science China Physics, Mechanics & Astronomy.

Moments of inertia of nuclei in the rare earth region: A relativistic versus nonrelativistic investigation

L. Robledo, P. Ring, J. Konig, 2000, nucl-th/0011077.

Beyond-mean-field approaches for nuclear neutrinoless double beta decay in the standard mechanism

J. Yao, Y. Niu, P. Ring, 2021, 2111.15543.

Calculation of β -decay rates in a relativistic model with momentum-dependent self-energies

P. Ring, D. Vretenar, T. Marketin, 2007, nucl-th/0701025.

Inclusive charged-current neutrino-nucleus reactions calculated with the relativistic quasiparticle random-phase approximation

P. Ring, D. Vretenar, N. Paar, 2007, 0710.4881.

Microscopic description of nuclear quantum phase transitions.

P. Ring, G. Lalazissis, D. Vretenar, 2007, Physical review letters.

Spin-orbit splittings of neutron states in N =20 isotones from covariant density functionals and their extensions

P. Ring, G. Lalazissis, E. Litvinova, 2017, 1705.03315.

Local covariant density functional constrained by the relativistic Hartree-Fock theory

H. Liang, P. Ring, J. Meng, 2012, 1210.7579.

Shape coexistence in the relativistic Hartree-Bogoliubov approach

P. Ring, G. Lalazissis, D. Vretenar, 2002, nucl-th/0204022.

Recalculation of hfs Constants of Muonic Rotational Nuclei

P. Ring, J. Speth, J. Meyer, 1973 .

Relativistic Brueckner-Hartree-Fock Theory in Infinite Nuclear Matter

P. Ring, J. Meng, Sibo Wang, 2021, EPJ Web of Conferences.

Nuclear matter in relativistic Brueckner-Hartree-Fock theory with Bonn potential in the full Dirac space

P. Ring, J. Meng, Sibo Wang, 2021, 2103.12960.

Gambhir, ring, and schuck respond

Y. K. Gambhir, P. Ring, P. Schuck, 1984 .

Spin-isospin resonances and the neutron skin of nuclei.

P. Ring, D. Vretenar, N. Paar, 2003, Physical review letters.

Deriving Nuclei from Quarks

P. Ring, S. Pittel, J. Dukelsky, 1992 .

Pseudo spin-orbit potential in relativistic self-consistent models

P. Ring, S. Marcos, M. López-Quelle, 2000 .

Nuclear halo structure and pseudospin symmetry (5 pages) 031302(R)

W. Long, C. Bertulani, P. Ring, 2010 .

On the microscopic theory of interacting bosons

Y. K. Gambhir, P. Ring, P. Schuck, 1983 .

SUPERDEFORMATION IN 68ZN : EVIDENCE FOR A NEW, NEUTRON-RICH ISLAND OF SUPERDEFORMATION IN A 70 NUCLEI

R. Clark, I. Ragnarsson, M. Devlin, 1999 .

1 2 Se p 20 09 Relativistic RPA in axial symmetry

P. Ring, D. Arteaga, 2022 .

Relativistic random-phase approximation in axial symmetry

P. Ring, D. Arteaga, 2008 .

STRUCTURE OF THE GIANT ANGLE DIPOLE

P. Ring, H. J. Mang, S. Iwasaki, 1987 .

Magnetic dipole response in rare earth nuclei

P. Ring, R. Hilton, W. Höhenberger, 1998 .

Semiclassical Methods in Nuclear Physics

P. Ring, P. Schuck, 1980 .

Relativistic Hartree-Bogoliubov description of the lithium isotopes

P. Ring, J. Meng, W. Pöschl, 1997 .

The nucleus as a condensate of collective quark triplets

P. Ring, S. Pittel, J. Dukelsky, 1990 .

Representation of three-dimensional rotations in oscillator basis sets

L. M. Robledo, R. G. Nazmitdinov, L. Robledo, 1996 .

Neutron density distributions from antiprotonic 208Pb and 209Bi atoms

B. A. Brown, E. Widmann, B. Ketzer, 2007, nucl-ex/0702016.

Relativistic Hartree-Bogoliubov theory for finite nuclei

M. Serra, P. Ring, 2002 .

Transitional Lu and spherical Ta ground-state proton emitters in the relativistic Hartree-Bogoliubov model

P. Ring, G. Lalazissis, D. Vretenar, 1999, nucl-th/9907038.

Quantum mechanical and semiclassical description of a two-dimensional fission model

P. Ring, H. Massmann, J. Rasmussen, 1975 .

The Antiproton-Ion-Collider at FAIR

A. Skrinsky, J. Marton, Ken Suzuki, 2005 .

The optimized point-coupling interaction for the relativistic energy density functional of Hartree-Bogoliubov approach quantifying the nuclear bulk properties

Y. Lam, P. Ring, Zi-xin Liu, 2022, Physics Letters B.

Application of finite element methods in relativistic mean-field theory: spherical nucleus

P. Ring, D. Vretenar, W. Pöschl, 1997 .

The Nuclear Many-Body Problem

M. Strayer, P. Ring, P. Schuck, 2004 .

Impact of isovector pairing fluctuations on neutrinoless double- β decay in multireference covariant density functional theory

J. Yao, P. Ring, J. Meng, 2023, Physical Review C.

PANDORA project: photo-nuclear reactions below $A=60$

S. Binda, B. Baret, Y. Koshio, 2022, 2211.03986.

Many-body approach to superfluid nuclei in axial geometry

P. Ring, P. Schuck, T. Nikvsi'c, 2021, 2104.14513.

Influence of pairing correlations on the radius of neutron-rich nuclei

P. Ring, J. Meng, Ying Zhang, 2017, 1701.04510.

Relativistic random-phase approximation in axial symmetry

P. Ring, D. Arteaga, 2008, 0909.2300.

Quasiparticle random phase approximation based on the relativistic Hartree-Bogoliubov model

P. Ring, D. Vretenar, N. Paar, 2002, nucl-th/0212011.

6 Covariant Density Functional Theory and Applications to Finite Nuclei

P. Ring, 2004 .

Relativistic Hartree-bogoliubov Theory in Coordinate Space: Nite Element Solution for a Nuclear System with Spherical Symmetry Title of Program: Spnrhbfem.cc

P. Ring, D. Vretenar, W. Pp Oschl, 2022 .

Constraints on the inner edge of neutron star crusts from relativistic nuclear energy density functionals

P. Ring, G. Lalazissis, D. Vretenar, 2010, HNPS Proceedings.

Density dependent relativistic mean field theory in deformed nuclei

P. Ring, M. L. Cescato, 1998 .

Relativistic mean-field theory

P. Ring, J. Meng, P. Zhao, 2016 .

Concept of covariant density functional theory

P. Ring, 2016 .

Recipe for the Solution of the Dirac Equation by the Basis Set Expansion Method

Y. K. Gambhir, P. Ring, 1993 .

Erratum: Relativistic mean-field interaction with density-dependent meson-nucleon vertices based on microscopical calculations [Phys. Rev. C 84, 054309 (2011)]

P. Ring, P. Schuck, M. Centelles, 2016 .

Neutron-proton effective mass splitting in neutron-rich matter

Qianchuan Zhao, H. Tong, P. Ring, 2023, Physical Review C.