Mário José de Oliveira

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Tânia ToméInstitute of Physics, University of São PauloEmail yang diverifikasi di if.usp.br
Silvio SalinasProfessor of Physics, University of São PauloEmail yang diverifikasi di if.usp.br
Carlos E. FioreAssociate professor at University of São PauloEmail yang diverifikasi di if.usp.br
Alberto PetriCNR Institute of Complex SystemsEmail yang diverifikasi di isc.cnr.it
Jürgen StilckProfessor de Física, Universidade Federal FluminenseEmail yang diverifikasi di id.uff.br
R. B. GriffithsProfessor of Physics, Carnegie-Mellon UniversityEmail yang diverifikasi di cmu.edu
Pedro Henrique GuimarãesUniversidade de São PauloEmail yang diverifikasi di if.usp.br
Pedro E. HarunariUniversity of LuxembourgEmail yang diverifikasi di uni.lu
José Ricardo G. MendonçaEscola de Artes, Ciências e Humanidades - Universidade de São PauloEmail yang diverifikasi di usp.br
Áttila Leães RodriguesUniversidade Federal do Rio Grande do SulEmail yang diverifikasi di if.usp.br
Nara GuisoniCREG - CONICETEmail yang diverifikasi di conicet.gov.ar
Alexander H O WadaEmail yang diverifikasi di if.usp.br
Roberto da Silva - Professor and Rese...Institute of Physics - UFRGSEmail yang diverifikasi di if.ufrgs.br
Christophe ChatelainLPCT, Université de LorraineEmail yang diverifikasi di univ-lorraine.fr
Javier E SatulovskyDanaher - IDBSEmail yang diverifikasi di idbs.com
Felipe HawthornePhd student, Federal University of ParanáEmail yang diverifikasi di ufpr.br
Malte HenkelLaboratoire de physique et chimie théoriques, Université de Lorraine Nancy, FranceEmail yang diverifikasi di univ-lorraine.fr
Andre Cardoso BaratoUniversity of Houston

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Mário José de Oliveira

University of São Paulo, Institute of Physics

Email yang diverifikasi di if.usp.br

Statistical Physics Statistical Mechanics Stochastic Thermodynamics


Judul Urutkan menurut kutipan Urutkan menurut tahun Urutkan menurut judul	Dikutip oleh Dikutip oleh	Tahun
Dynamic phase transition in the kinetic Ising model under a time-dependent oscillating field T Tomé, MJ de Oliveira Physical Review A 41, 4251, 1990	431	1990
Isotropic majority-vote model on a square lattice MJ de Oliveira Journal of Statistical Physics 66, 273, 1992	367	1992
Lattice-gas model of multiple layer adsorption MJ de Oliveira, RB Griffiths Surface Science 71, 687, 1978	302	1978
Dinâmica Estocástica e Irreversibilidade T Tomé, MJ de Oliveira Edusp, 2001	215	2001
Entropy production in nonequilibrium systems at stationary states T Tomé, MJ de Oliveira Physical Review Letters 108, 020601, 2012	192	2012
Stochastic Dynamics and Irreversibility T Tomé, MJ de Oliveira Springer, 2015	181	2015
Entropy production in irreversible systems described by a Fokker-Planck equation T Tomé, MJ de Oliveira Physical Review E 82, 021120, 2010	149	2010
Flux rectification in the quantum XXZ chain GT Landi, E Novais, MJ de Oliveira, D Karevski Physical Review E 90, 042142, 2014	141	2014
Termodinâmica MJ de Oliveira Editora Livraria da Física, 2a. ed., 2012	106*	2012
Nonequilibrium spin models with Ising universal behaviour MJ de Oliveira, JFF Mendes, MA Santos Journal of Physics A: Mathematical and General 26, 2317, 1993	102	1993
Strange attractor in the Ising model with competing interactions on the Cayley tree CSO Yokoi, MJ de Oliveira, SR Salinas Physical Review Letters 54, 163, 1985	102	1985
Stochastic approach to equilibrium and nonequilibrium thermodynamics T Tomé, MJ de Oliveira Physical Review E 91, 042140, 2015	99	2015
Sandpiles with height restrictions R Dickman, T Tomé, MJ de Oliveira Physical Review E 66, 016111, 2002	95	2002
Sampling configurations in Monte Carlo simulations for quantum mechanical studies of solvent effects K Coutinho, MJ de Oliveira, S Canuto International Journal of Quantum Chemistry 66, 249, 1998	85	1998
Short-time dynamics of critical nonequilibrium spin models T Tomé, MJ de Oliveira Physical Review E 58, 4242, 1998	83	1998
Equilibrium thermodynamics MJ de Oliveira Springer, 2013	81	2013
Non-equilibrium Ising model with competing Glauber dynamics T Tomé, MJ de Oliveira, MA Santos Journal of Physics A: Mathematical and General 24, 3677, 1991	75	1991
Self-organization in a kinetic Ising model T Tomé, MJ de Oliveira Physical Review A 40, 6643, 1989	75	1989
Entropy production as tool for characterizing nonequilibrium phase transitions CE Noa, PE Harunari, MJ de Oliveira, CE Fiore Physical Review E 100, 012104, 2019	61	2019
Nonequilibrium model for the contact process in an ensemble of constant particle number T Tomé, MJ de Oliveira Physical Review Letters 86, 5643, 2001	56	2001

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