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On scaling properties of cluster distributions in Ising models |
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| Authors: | C Ruge F Wagner |
| Institution: | (1) Institut für Theoretische Physik und Sternwarte, Universität Kiel, D-2300 Kiel, Germany |
| Abstract: | Scaling relations of cluster distributions for the Wolff algorithm are derived. We found them to be well satisfied for the Ising model ind=3 dimensions. Using scaling and a parametrization of the cluster distribution, we determine the critical exponent / =0.516(6) with moderate effort in computing time. |
| Keywords: | d=3 Ising model Wolff algorithm cluster size distribution critical exponents finite-size scaling parametrization |
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