Cervia MJ et al. Lipkin model on a quantum computer. arXiv:2011.04097
Lipkin HJ, Meshkov N, Glick AJ (1965) Validity of many-body approximation methods for a solvable model: (I). Exact solutions and perturbation theory. Nucl Phys 62:188
CAS
Article
Google Scholar
Lerma HS, Dukelsky J (2014) The Lipkin-Meshkov-Glick model from the perspective of the SU(1,1) Richardson-Gaudin models. J Phys: Conf Ser 492:012013
Google Scholar
Providencia C, da Providencia J, Tsue Y, Yamamura M The Lipkin Model in Many-Fermion system as an example of the su(1,1) times su(1,1)-algebraic model. arXiv:nucl-th$/$0604023
Di Tullio M, Rossignoli R, Cerezo M, Gigena N (2019) Fermionic entanglement in the Lipkin model. Phys Rev 100:062104
Article
Google Scholar
Nolting W (2009) Fundamentals of many-body physics. Springer-Verlag, Berlin
Book
Google Scholar
Cambiaggio MC, Plastino A (1978) Quasi spin pairing and the structure of the Lipkin Model. Z Physik A 288:153
CAS
Article
Google Scholar
Pennini F, Plastino A (2018) Complexity and disequilibrium as telltales of superconductivity. Phys A 506:828
CAS
Article
Google Scholar
Plastino AR, Ferri GL, Plastino A (2021) Interaction between different kinds of quantum phase transitions. Quantum Rep 3:253
Article
Google Scholar
Ring P, Schuck P (1980) The nuclear many-body problem. Springer, Berlin
Book
Google Scholar
de Llano M, Tolmachev VV (2003) Multiple phases in a new statistical boson fermion model of superconductivity. Phys A 317:546
Article
Google Scholar
Uys H, Miller HG, Khanna FC (2001) Generalized statistics and high-\(T_c\) superconductivity. Phys Lett A 289:264
CAS
Article
Google Scholar
Plastino Angelo, Ferri Gustavo Luis, Plastino AR (2021) Spectral explanation for statistical odd-even staggering in few fermions systems. Quantum Rep 3:166–172
Article
Google Scholar
Plastino A, Moszkowski SM (1978) Simplified model for illustrating Hartree-Fock in a Lipkin-model problem. Nuovo Cimento 47:470
Article
Google Scholar
Rossignoli R, Plastino A (1985) Thermal effects and the interplay between pairing and shape deformations. Phys Rev C 32:1040
CAS
Article
Google Scholar
López-Ruiz R, Mancini HL, Calbet X (1995) A statistical measure of complexity. Phys Lett A 209:321
Article
Google Scholar
López-Ruiz R (2001) Complexity in some physical systems. Int J Bifurc Chaos 11:2669
Article
Google Scholar
Martin MT, Plastino A, Rosso OA (2003) Statistical complexity and disequilibrium. Phys Lett A 311:126
CAS
Article
Google Scholar
Rudnicki L, Toranzo IV, Sánchez-Moreno P, Dehesa JS (2016) Monotone measures of statistical complexity. Phys Lett A 380:377
CAS
Article
Google Scholar
López-Ruiz R, Mancini H, Calbet X (2013) A Statistical Measure of Complexity in Concepts and recent advances in generalized information measures and statistics. In: Kowalski A, Rossignoli R, Curado EMC (eds) Bentham science books. pp 147–168, A. Kowalski, New York
Sen KD (ed) (2011) Statistical complexity. Applications in electronic structure. Springer, Berlin
Google Scholar
Martin MT, Plastino A, Rosso OA (2006) Physica A. Generalized statistical complexity measures: geometrical and analytical properties 369:439
Google Scholar
Pennnini F, Plastino A (2017) Disequilibrium, thermodynamic relations, and Rnyis entropy. Phys Lett A 381:212
Article
Google Scholar
Nigmatullin Ramil, Prokopenko Mikhail (2021) Thermodynamic efficiency of interactions in self-organizing systems. Entropy 23:757
Article
Google Scholar