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Upper bounds for critical probabilities in Bernoulli Percolation models

Published 18 Jun 2021 in math.PR | (2106.10388v1)

Abstract: We consider bond and site Bernoulli Percolation in both the oriented and the non-oriented cases on $\mathbb{Z}d$ and obtain rigorous upper bounds for the critical points in those models for every dimension $d \geq 3$.

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