Monotonicity in first-passage percolation

Mathematics – Probability

Scientific paper

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Scientific paper

We consider standard first-passage percolation on $\Z^d$. Let $e_1$ be the
first coordinate vector. Let $a(n)$ be the expected passage time from the
origin to $ne_1$. In this short paper, we note that $a(n)$ is increasing under
some strong condition on the support of the law of the passage times on the
edges.

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