Coupled-cluster method: A lattice-path-based subsystem approximation scheme for quantum lattice models

Keywords

Lattice (music), Statistical physics, Quantum, Cluster (spacecraft), Physics

References

• The DSUBm approximation scheme for the coupled cluster method and applications to quantum magnetsBishop, Li, Schulenburg — 2009
• Extended coupled-cluster method. II. Excited states and generalized random-phase approximation.J. Arponen, R. F. Bishop, E. Pajanne — 1987
• Third-order spin-wave theory for the Heisenberg antiferromagnet.C. J. Hamer, Zheng Weihong, Peter F. Arndt — 1992
• Néel order in the two-dimensional S = 1 2 Heisenberg modelU. Löw — 2007
• The quantum J1–J1′–J2 spin-1/2 Heisenberg model: influence of the interchain coupling on the ground-state magnetic ordering in two dimensionsR. F. Bishop, P. H. Y. Li, R. Darradi — 2007
• Quantum phase transitions of a square-lattice Heisenberg antiferromagnet with two kinds of nearest-neighbor bonds: A high-order coupled-cluster treatmentSven E. Krüger, Johannes Richter, Jörg Schulenburg — 2000
• Coupled-cluster treatments of correlations in quantum antiferromagnets.R. F. Bishop, John Parkinson, Yang Xian — 1991
• Variational principles and linked-cluster exp S expansions for static and dynamic many-body problemsJ. Arponen — 1983
• Nuclear saturation from two-nucleon potentialsB. D. Day — 1981
• ODD AND EVEN BEHAVIOR WITH LSUBm APPROXIMATION LEVEL IN HIGH-ORDER COUPLED CLUSTER METHOD (CCM) CALCULATIONSD. J. J. Farnell, R. F. Bishop — 2008
• Finite-size scaling of the ground-state parameters of the two-dimensional Heisenberg modelAnders W. Sandvik — 1997
• Bound states of a many-particle systemF. Coester — 1958
• Systematic inclusion of high-order multispin correlations for the spin-1/2 XXZ models.R. F. Bishop, R. G. Hale, Y. Xian — 1994
• High-order coupled cluster method calculations for the ground- and excited-state properties of the spin-half XXZ modelR. F. Bishop, D. J. J. Farnell, Sven E. Krüger — 2000
• Magnetic order in a spin- (1)/(2) interpolating square-triangle Heisenberg antiferromagnetR. F. Bishop, P. H. Y. Li, D. J. J. Farnell — 2008
• Electron correlations: I. Ground-state results in the high-density regimeR. F. Bishop, K.H. Lührmann — 1978
• FRUSTRATED QUANTUM ANTIFERROMAGNETS: APPLICATION OF HIGH-ORDER COUPLED CLUSTER METHODJ. RICHTER, R. DARRADI, R. ZINKE — 2006
• Square-lattice Heisenberg antiferromagnet at T=0.Zheng Weihong, J. Oitmaa, C. J. Hamer — 1991
• Coupled-cluster calculation for nuclear matter and comparison with the hole-line expansion☆B. D. Day, John G. Zabolitzky — 1981
• Coupled-cluster approximation for spin lattices: Application to solid 3He.M. Röger, J. H. Hetherington — 1990

Cited by

• Study of the excited states of the quantum antiferromagnetsM. Merdan — 2013
• Crossover between few and many fermions in a harmonic trapTomasz Grining, Michał Tomza, Michał Lesiuk — 2015
• Single reference Coupled Cluster treatment of nearly degenerate problems: Cohesive energy of antiferromagnetic lattices of spin 1 centersJean‐Paul Malrieu — 2012
• The quasi-one-dimensional character of spin waves in K2Fe7Se8Feng Lu, Dayong Liu, Weihua Wang — 2013
• Solvable model of quantum phase transitions and the symbolic-manipulation-based study of its multiply degenerate exceptional points and of their unfoldingMiloslav Znojil — 2013
• The Møller–Plesset perturbation revisited: origin of high-order divergencesJean‐Paul Malrieu, Celestino Angeli — 2013
• Ground-state and excitation spectra of a strongly correlated lattice by the coupled cluster method.Alessandro Mirone — 2012
• Coupled-cluster calculations for the ground and excited states of the spin-half XXZ modelMohammad Merdan, Y Xian — 2011
• Many interacting fermions in a one-dimensional harmonic trap: a quantum-chemical treatmentTomasz Grining, Michał Tomza, Michał Lesiuk — 2015
• The spin-half XXZ antiferromagnet on the square lattice revisited: A high-order coupled cluster treatmentR. F. Bishop, P. H. Y. Li, Ronald Zinke — 2016
• Spin- S Kitaev-Heisenberg model on the honeycomb lattice: A high-order treatment via the many-body coupled cluster methodM. Georgiou, Ioannis Rousochatzakis, D. J. J. Farnell — 2024
• THE COUPLED-CLUSTER APPROACH TO QUANTUM MANY-BODY PROBLEM IN A THREE-HILBERT-SPACE REINTERPRETATIONRaymond F. Bishop, Miloslav Znojil — 2014
• Non‐self‐adjoint operators in quantum physics: ideas, people, and trendsM. Znojil — 2015
• Ground state and excitation spectra of a strongly correlated lattice by the coupled cluster method.Alessandro Mirone — 2012
• 3 New Concept of Solvability in Quantum MechanicsMiloslav Znojil — 2016

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