Abstract
Percolation probabilities are obtained for site-bond Bethe lattices where the interconnection of sites and bonds is restricted by a correlation function which depends on the overlap, Omega , between site and bond probability distributions. The behaviour of the percolation phase diagram and percolation probabilities as Omega changes is discussed. The model presents interesting and qualitatively new features in comparison with a classical (non-correlated) site-bond percolation process.
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