THE SEARCH FOR INTERMITTENCY IN THE FINITE-SIZE ISING-MODEL

GUPTA S, LACOCK P, Satz H (1991)
NUCLEAR PHYSICS B 362(3): 583-598.

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Abstract
Using a new form of moments proposed recently by Novak, we present first clear evidence for intermittent behaviour in the two-dimensional Ising model of sizes 64(2) to 1024(2). Both factorial and standard moments are calculated numerically using a Monte Carlo cluster algorithm. We find that the resulting fractal dimension agrees with that for a site-correlated percolation transition.
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GUPTA S, LACOCK P, Satz H. THE SEARCH FOR INTERMITTENCY IN THE FINITE-SIZE ISING-MODEL. NUCLEAR PHYSICS B. 1991;362(3):583-598.
GUPTA, S., LACOCK, P., & Satz, H. (1991). THE SEARCH FOR INTERMITTENCY IN THE FINITE-SIZE ISING-MODEL. NUCLEAR PHYSICS B, 362(3), 583-598.
GUPTA, S., LACOCK, P., and Satz, H. (1991). THE SEARCH FOR INTERMITTENCY IN THE FINITE-SIZE ISING-MODEL. NUCLEAR PHYSICS B 362, 583-598.
GUPTA, S., LACOCK, P., & Satz, H., 1991. THE SEARCH FOR INTERMITTENCY IN THE FINITE-SIZE ISING-MODEL. NUCLEAR PHYSICS B, 362(3), p 583-598.
S. GUPTA, P. LACOCK, and H. Satz, “THE SEARCH FOR INTERMITTENCY IN THE FINITE-SIZE ISING-MODEL”, NUCLEAR PHYSICS B, vol. 362, 1991, pp. 583-598.
GUPTA, S., LACOCK, P., Satz, H.: THE SEARCH FOR INTERMITTENCY IN THE FINITE-SIZE ISING-MODEL. NUCLEAR PHYSICS B. 362, 583-598 (1991).
GUPTA, S, LACOCK, P, and Satz, Helmut. “THE SEARCH FOR INTERMITTENCY IN THE FINITE-SIZE ISING-MODEL”. NUCLEAR PHYSICS B 362.3 (1991): 583-598.
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