Dynamic behavior of cluster observables for the 2d Ising model

estimates for the new dynamic exponent u of the Baxter-Wu model are completely different from the values found for that index when studying the two-dimensional Ising model

Taking the Ising model as an example, a serial WL sampling of the total energy ( E ) and magnetization ( M ) phase space employs a two-dimensional random walk in the entire E and

O presente artigo procurou analisar a orientação empreendedora em uma ICES em fase inicial em direção a um modelo de universidade empreendedora. Assim, buscou-se identificar

E é deste xeito como se dan os primeiros pasos para este traballo, onde fago unha posta ao día dos debates arquivísticos aparecidos na Península Ibérica ao longo dos dous

Monte Carlo studies of Ising models on a distortable dia- mond net have provided a test of the “global” nature of the- oretical predictions. For the ferromagnet at constant pressure

Large scale Monte Carlo simulations have been used to study long-time domain growth behavior in a com- pressible, two-dimensional Ising model undergoing phase separationI. These

We used Wang-Landau sampling with a two-dimensional random walk to determine the density of states g ( E, M ) for an asymmetric Ising model with two- and three-body interactions on

We derive the thermodynamics of the one-dimensional spin-1 / 2 Ising model (ferromagnetic and antiferromagnetic cases) in the presence of an arbitrary external constant mag-