Francisco Sastre
Francisco Sastre
Correu electrònic verificat a fisica.ugto.mx
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Nominal thermodynamic temperature in nonequilibrium kinetic ising models
F Sastre, I Dornic, H Chaté
Physical review letters 91 (26), 267205, 2003
482003
Thermodynamic and structural properties of confined discrete-potential fluids
AL Benavides, LA Del Pino, A Gil-Villegas, F Sastre
The Journal of chemical physics 125 (20), 204715, 2006
312006
Critical phenomena of the majority voter model in a three-dimensional cubic lattice
AL Acuna-Lara, F Sastre
Physical Review E 86 (4), 041123, 2012
202012
Critical phenomena in the majority voter model on two-dimensional regular lattices
AL Acuña-Lara, F Sastre, JR Vargas-Arriola
Physical Review E 89 (5), 052109, 2014
122014
Discrete perturbation theory for continuous soft-core potential fluids
LA Cervantes, G Jaime-Muñoz, AL Benavides, J Torres-Arenas, F Sastre
The Journal of Chemical Physics 142 (11), 114501, 2015
82015
Stochastic analog to phase transitions in chaotic coupled map lattices
F Sastre, G Pérez
Physical Review E 64 (1), 016207, 2001
82001
Microcanonical-ensemble computer simulation of the high-temperature expansion coefficients of the Helmholtz free energy of a square-well fluid
F Sastre, E Moreno-Hilario, MG Sotelo-Serna, A Gil-Villegas
Molecular Physics 116 (3), 351-360, 2018
72018
Antiferromagnetic majority voter model on square and honeycomb lattices
F Sastre, M Henkel
Physica A: Statistical Mechanics and its Applications 444, 897-904, 2016
62016
Critical exponents for extended dynamical systems with simultaneous updating: the case of the Ising model
G Pérez, F Sastre, R Medina
Physica D: Nonlinear Phenomena 168, 318-324, 2002
62002
Phase transitions in lattices of coupled chaotic maps and their dependence on the local Lyapunov exponent
F Sastre, G Pérez
Physical Review E 57 (5), 5213, 1998
51998
FAILURE OF A MEAN-FIELD APPROACH FOR THE MILLER–HUSE PHASE TRANSITION
F Sastre, G Pérez
International Journal of Bifurcation and Chaos 10 (01), 251-256, 2000
32000
Critical temperature determination on a square-well fluid using an adaptation of the microcanonical-ensemble computer simulation method
F Sastre
Molecular Physics 118 (2), e1593534, 2020
2020
An alternative order-parameter for non-equilibrium generalized spin models on honeycomb lattices
F Sastre, M Henkel
Journal of Physics A: Mathematical and Theoretical 49 (16), 165002, 2016
2016
Microcanonical ensemble simulation method applied to discrete potential fluids
F Sastre, AL Benavides, J Torres-Arenas, A Gil-Villegas
Physical Review E 92 (3), 033303, 2015
2015
Short-time dynamic in the Majority vote model: The ordered and disordered initial cases
F Sastre
arXiv preprint arXiv:1001.0163, 2009
2009
Antifcrromagnetic c1ustcrs in diffusivcly couplcd map latticcs
F Sastre, G Pérez
2000
Phase Transitions in Coupled Map Lattices: A Markovian Approach
F Sastre, G Perez
APS, K25. 008, 2000
2000
En aquests moments el sistema no pot dur a terme l'operació. Torneu-ho a provar més tard.
Articles 1–17