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Physical Review E
This work analyzes a percolation model on the diamond hierarchical lattice (DHL), where the percolation transition is retarded by the inclusion of a probability of erasing specific connected structures. It has been inspired by the recent interest on the existence of other universality classes of percolation models. The exact scale invariance and renormalization properties of DHL leads to recurrence maps, from which analytical expressions for the critical exponents and precise numerical resultsdoi:10.1103/physreve.88.042122 pmid:24229131 fatcat:jiobrbhxgzh6jms5ghzqr5jlae