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In recent years many-body perturbation theory encountered a renaissance in the field of ab initio nuclear structure theory.
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Novel chiral hamiltonian and observables in light and medium-mass nuclei (2019)
Somà V, Navrátil P, Raimondi F, Barbieri C, Duguet T · 1907
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Normal-ordered k-body approximation in particle-number-breaking theories (2019)
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Derivation of the Brueckner many-body theory
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Sur la détermination de l’état fondamental d’un système de particules
Bloch C · 1958
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Nucl. Phys. A
Baranger M · 1970
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Computer generation of feynman diagrams for perturbation theory i. general algorithm
Paldus J, Wong H · 1973
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Computer generation of feynman diagrams for perturbation theory ii. program description
Wong H, Paldus J · 1973
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On the calculation of natural orbitals by perturbation theory
Hay PJ · 1973
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Correlation effects in nuclear densities
Strayer MR, Bassichis WH, Kerman AK · 1973
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Individualized configuration selection in CI calculations with subsequent energy extrapolation
Buenker RJ, Peyerimhoff SD · 1974
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Configuration interaction procedure based on the calculation of perturbation theory natural orbitals: Applications to h2 and lih
Siu AKQ, Hayes EF · 1974
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Energy extrapolation in CI calculations
Buenker RJ, Peyerimhoff SD · 1975
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Diagrammatic many-body perturbation theory for general model spaces
Hose G, Kaldor U · 1979
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A general-model-space diagrammatic perturbation theory
Hose G, Kaldor U · 1980
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The Nuclear Many-Body Problem
Ring P, Schuck P · 1980
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Prog. Theor. Phys
Ui H, Takeda G · 1983
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An effective recursive algorithm for generating many-body Hugenholtz and Goldstone diagrams
Csépes Z, Pipek J · 1988
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Nuclear forces from chiral lagrangians
Weinberg S · 1990
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Effective chiral lagrangians for nucleon-pion interactions and nuclear forces
Weinberg S · 1991
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Three-body interactions among nucleons and pions
Weinberg S · 1992
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Diagrammatic many body perturbation expansion for atoms and molecules: Automatic generation & analysis of 5th order hugenholtz energy diagrams
Lyons J, Moncrieff D, Wilson S · 1994
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Accurate nucleon-nucleon potential with charge-independence breaking
Wiringa RB, Stoks VGJ, Schiavilla R · 1995
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Baker Jr GA, Graves-Morris P · 1996
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The high-precision, charge-dependent bonn nucleon-nucleon potential (cd-bonn)
Machleidt R · 2000
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Solution of the faddeev–yakubovsky equations using realistic nn and 3n interactions
Nogga A, Kamada H, Glöckle W · 2001
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Higher excitations in coupled-cluster theory
Kállay M, Surján PR · 2001
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A general state-selective multireference coupled-cluster algorithm
Kállay M, Szalay PG, Surján PR · 2002
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Automatic generation of vacuum amplitude many-body perturbation series
Stevenson PD · 2003
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Selfconsistent Green’s function method for nuclei and nuclear matter
Dickhoff WH, Barbieri C · 2004
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Coupled Cluster Calculations of Ground and Excited States of Nuclei
Kowalski K, Dean DJ, Hjorth-Jensen M, Papenbrock T, Piecuch P · 2004
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Partitioning in multiconfiguration perturbation theory
Surján PR, Rolik Z, Szabados Á, Köhalmi D · 2004
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Few-nucleon forces and systems in chiral effective field theory
Epelbaum E · 2006
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Few-Body Syst
Navrátil P · 2007
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Ab Initio Study of 40
Roth R, Navrátil P · 2007
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Recent developments in no-core shell-model calculations
Navrátil P, Quaglioni S, Stetcu I, Barrett B · 2009
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Left-eigenstate completely renormalized equation-of-motion coupled-cluster methods: Review of key concepts, extension to excited states of open-shell systems, and comparison with electron-attached and ionized approaches
Piecuch P, Gour JR, Włoch M · 2009
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Evolved chiral n n + 3 n nn+3n hamiltonians for ab initio nuclear structure calculations
Roth R, Calci A, Langhammer J, Binder S · 2014
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C 12 {}^{12}\mathrm{C} properties with evolved chiral three-nucleon interactions
Maris P, Vary JP, Calci A, Langhammer J, Binder S, Roth R · 2014
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Quantum monte carlo methods for nuclear physics
Carlson J, Gandolfi S, Pederiva F, Pieper SC, Schiavilla R, Schmidt KE, et al · 2015
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Ground-state energies and charge radii of 4He, 16O, 40Ca, and 56Ni in the unitary-model-operator approach
Miyagi T, Abe T, Okamoto R, Otsuka T · 2015
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Ab initio Bogoliubov coupled cluster theory for open-shell nuclei
Signoracci A, Duguet T, Hagen G, Jansen GR · 2015
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Symmetry broken and restored coupled-cluster theory: I. Rotational symmetry and angular momentum
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Evolution of nuclear many-body forces with the similarity renormalization group
Jurgenson E, Navratil P, Furnstahl R · 2009
Cited alongside, same era.
Many-Body Methods in Chemistry and Physics: MBPT and Coupled-Cluster Theory (Cambridge Molecular Science)
Shavitt I, Bartlett RJ · 2009
Cited alongside, same era.
Importance truncation for large-scale configuration interaction approaches
Roth R · 2009
Cited alongside, same era.
Three-body forces and the limit of oxygen isotopes
Otsuka T, Suzuki T, Holt JD, Schwenk A, Akaishi Y · 2010
Cited alongside, same era.
Ab initio coupled-cluster approach to nuclear structure with modern nucleon-nucleon interactions
Hagen G, Papenbrock T, Dean DJ, Hjorth-Jensen M · 2010
Cited alongside, same era.
Padé-resummed high-order perturbation theory for nuclear structure calculations
Roth R, Langhammer J · 2010
Cited alongside, same era.
Duguet T · 2015
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Accurate nuclear radii and binding energies from a chiral interaction
Ekström A, Jansen GR, Wendt KA, Hagen G, Papenbrock T, Carlsson BD, et al · 2015
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Nonobservable nature of the nuclear shell structure: Meaning, illustrations, and consequences
Duguet T, Hergert H, Holt JD, Somà V · 2015
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Improved chiral nucleon-nucleon potential up to next-to-next-to-next-to-leading order
Epelbaum E, Krebs H, Meißner UG · 2015
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Hartree-Fock many-body perturbation theory for nuclear ground-states
Tichai A, Langhammer J, Binder S, Roth R · 2016
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Ab initio nuclear many-body perturbation calculations in the Hartree-Fock basis
Hu BS, Xu FR, Sun ZH, Vary JP, Li T · 2016
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The In-Medium Similarity Renormalization Group: A Novel Ab Initio Method for Nuclei
Hergert H, Bogner SK, Morris TD, Schwenk A, Tsukiyama K · 2016
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Neutron matter from chiral two- and three-nucleon calculations up to N3LO
Drischler C, Carbone A, Hebeler K, Schwenk A · 2016
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Open-shell nuclei and excited states from multireference normal-ordered Hamiltonians
Gebrerufael E, Calci A, Roth R · 2016
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Importance-truncated large-scale shell model
Stumpf C, Braun J, Roth R · 2016
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Few-nucleon systems with state-of-the-art chiral nucleon-nucleon forces
Binder S, Calci A, Epelbaum E, Furnstahl RJ, Golak J, Hebeler K, et al · 2016
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Quantum monte carlo calculations of light nuclei with local chiral two- and three-nucleon interactions
Lynn JE, Tews I, Carlson J, Gandolfi S, Gezerlis A, Schmidt KE, et al · 2017
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Ab initio
Parzuchowski NM, Morris TD, Bogner SK · 2017
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Nucleus-Dependent Valence-Space Approach to Nuclear Structure
Stroberg SR, Calci A, Hergert H, Holt JD, Bogner SK, Roth R, et al · 2017
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Introduction of the one-body correlation operator in the unitary-model-operator approach
Miyagi T, Abe T, Okamoto R, Otsuka T · 2017
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Ab Initio Description of Open-Shell Nuclei: Merging No-Core Shell Model and In-Medium Similarity Renormalization Group
Gebrerufael E, Vobig K, Hergert H, Roth R · 2017
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Symmetry broken and restored coupled-cluster theory. II. Global gauge symmetry and particle number
Duguet T, Signoracci A · 2017
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J. Chem. Phys
Qiu Y, Henderson TM, Zhao J, Scuseria GE · 2017
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Natural orbital description of the halo nucleus 6He
Constantinou C, Caprio MA, Vary JP, Maris P · 2017
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Structure of the lightest tin isotopes
Morris TD, Simonis J, Stroberg SR, Stumpf C, Hagen G, Holt JD, et al · 2018
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Eigenvector continuation with subspace learning
Frame D, He R, Ipsen I, Lee D, Lee D, Rrapaj E · 2018
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Dilute Fermi gas at fourth order in effective field theory (2018), arXiv:1812.08444 [nucl-th]
Wellenhofer C, Drischler C, Schwenk A · 2018
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Few-nucleon and many-nucleon systems with semilocal coordinate-space regularized chiral nucleon-nucleon forces
Binder S, Calci A, Epelbaum E, Furnstahl RJ, Golak J, Hebeler K, et al · 2018
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Quantum monte carlo methods in nuclear physics: Recent advances
Lynn J, Tews I, Gandolfi S, Lovato A · 2019
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The Faddeev–Yakubovsky Symphony
Lazauskas R, Carbonell J · 2019
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Nuclear electromagnetic dipole response with the Self-Consistent Green’s Function formalism
Raimondi F, Barbieri C · 2019
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Particle-number projected Bogoliubov coupled cluster theory. Application to the pairing Hamiltonian
Qiu Y, Henderson TM, Duguet T, Scuseria GE · 2019
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Chiral Interactions up to Next-to-Next-to-Next-to-Leading Order and Nuclear Saturation
Drischler C, Hebeler K, Schwenk A · 2019
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ADG: Automated generation and evaluation of many-body diagrams I. Bogoliubov many-body perturbation theory
Arthuis P, Duguet T, Tichai A, Lasseri RD, Ebran JP · 2019
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Bogoliubov many-body perturbation theory under constraint as a series (2020)
Demol P, Frosini M, Tichai A, Somà V, Duguet T · 2020
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Rep. Prog. Phys
Yannouleas C, Landman U · 2067
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