A Strong Law for the Longest Edge of the Minimal Spanning Tree
Suppose $X_1, X_2, X_3,\\ldots$ are independent random points in $\\mathbf{R}^d,d\\geq 2$, with common density $f$, having connected compact support $\\Omega$ with smooth bounda...
Suppose $X_1, X_2, X_3,\\ldots$ are independent random points in $\\mathbf{R}^d,d\\geq 2$, with common density $f$, having connected compact support $\\Omega$ with smooth bounda...
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