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Static versus dynamic universality in the site-diluted kagome Ising model
We study the site-diluted Ising model on the kagome lattice using the Wolff single-cluster algorithm, focusing on both equilibrium and dynamic critical properties. The equilibrium critical exponents $ν= 1$ and $γ/ν= 7/4$ retain their exact pure Ising values for all spin concentrations $p$ considered
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