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Publication:3802330
zbMath0655.60040MaRDI QIDQ3802330
Publication date: 1987
Title: zbMATH Open Web Interface contents unavailable due to conflicting licenses.
convergence theoremsoccupation timeopen problemsweak law of large numbersasymptotic growth ratesweak compactness argumentsset-vanditional distribution of \(R_ n\) given \(S_ n=v\), a fixed but arbitrary state. It is shown that \(E(R_ n| S_ n=v)/(n+1)\) is invariant under the transformation taking \((S_ n)\) into its associated random walk. Let \(F^*\) be the hitting probability of 0 by the associated walk. This satisfies ratio limit theorems
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