{"_id":"xKNYDcWrkS5tSCTLG","authorIDs":["54824bcaa29145d03f00196b"],"author_short":["Ferraz, A.","Kochetov, E.","Maśka, M., M.","Mierzejewski, M."],"bibbaseid":"ferraz-kochetov-maka-mierzejewski-dopedcarrierformulationofthetjmodelmontecarlostudyoftheanisotropiccase-2008","bibdata":{"id":"94d51b30-cd7b-3430-b02e-9d723d8dbff6","title":"Doped Carrier Formulation of the t-J model: Monte Carlo Study of the Anisotropic Case","type":"article","year":"2008","created":"2014-12-06T00:42:01.000Z","pages":"185","volume":"114","websites":"http://przyrbwn.icm.edu.pl/APP/ABSTR/114/a114-1-27.html","file_attached":"true","profile_id":"fde1a060-67d6-3001-9cda-6aa32cdd9fcc","last_modified":"2014-12-06T00:54:18.000Z","read":false,"starred":false,"authored":"true","confirmed":"true","hidden":false,"abstract":"We derive a doped carrier representation of the t-J model Hamiltonian. Within this approach the t-J model is described in terms of holes hopping in a lattice of correlated spins, where holes are the carriers doped into the half-filled Mott insulator. This representation of the t-J Hamiltonian is very convenient for underdoped systems since close to half-filling it allows for a controlled treatment of the crucial constraint of no doubly occupied sites. When neglecting the transverse spin-spin interaction, the effective Hamiltonian can be investigated with classical Monte Carlo simulations. We discuss the results obtained for systems consisting of several hundred lattice sites.","bibtype":"article","author":"Ferraz, Alvarez and Kochetov, Evgeny and Maśka, Maciej M and Mierzejewski, Marcin","journal":"Acta Physica Polonica A","number":"1","bibtex":"@article{\n id = {94d51b30-cd7b-3430-b02e-9d723d8dbff6},\n title = {Doped Carrier Formulation of the t-J model: Monte Carlo Study of the Anisotropic Case},\n type = {article},\n year = {2008},\n created = {2014-12-06T00:42:01.000Z},\n pages = {185},\n volume = {114},\n websites = {http://przyrbwn.icm.edu.pl/APP/ABSTR/114/a114-1-27.html},\n file_attached = {true},\n profile_id = {fde1a060-67d6-3001-9cda-6aa32cdd9fcc},\n last_modified = {2014-12-06T00:54:18.000Z},\n read = {false},\n starred = {false},\n authored = {true},\n confirmed = {true},\n hidden = {false},\n abstract = {We derive a doped carrier representation of the t-J model Hamiltonian. Within this approach the t-J model is described in terms of holes hopping in a lattice of correlated spins, where holes are the carriers doped into the half-filled Mott insulator. This representation of the t-J Hamiltonian is very convenient for underdoped systems since close to half-filling it allows for a controlled treatment of the crucial constraint of no doubly occupied sites. When neglecting the transverse spin-spin interaction, the effective Hamiltonian can be investigated with classical Monte Carlo simulations. We discuss the results obtained for systems consisting of several hundred lattice sites.},\n bibtype = {article},\n author = {Ferraz, Alvarez and Kochetov, Evgeny and Maśka, Maciej M and Mierzejewski, Marcin},\n journal = {Acta Physica Polonica A},\n number = {1}\n}","author_short":["Ferraz, A.","Kochetov, E.","Maśka, M., M.","Mierzejewski, M."],"urls":{"Paper":"http://bibbase.org/service/mendeley/fde1a060-67d6-3001-9cda-6aa32cdd9fcc/file/34bd8956-fd0a-3335-5227-492291313bfe/2008-Doped_Carrier_Formulation_of_the_t-J_model_Monte_Carlo_Study_of_the_Anisotropic_Case.pdf.pdf"},"bibbaseid":"ferraz-kochetov-maka-mierzejewski-dopedcarrierformulationofthetjmodelmontecarlostudyoftheanisotropiccase-2008","role":"author","downloads":0},"bibtype":"article","biburl":null,"creationDate":"2014-12-06T00:58:23.934Z","downloads":0,"keywords":[],"search_terms":["doped","carrier","formulation","model","monte","carlo","study","anisotropic","case","ferraz","kochetov","maśka","mierzejewski"],"title":"Doped Carrier Formulation of the t-J model: Monte Carlo Study of the Anisotropic Case","year":2008}