The superscaling of percolation on rectangular domains was analyzed. The Ising-type spin models and the lattice hard-core particle model could be considered as correlated percolation models and were found to have a better finite-size scaling behaviors. The histogram Monte Carlo (MC) simulation method was used for bond percolation on square (SQ) lattices. The percolation probability P for the same model had a superscaling behavior with a new exponent b=0.05(1).
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