Large deviations for stable like random walks on \(\mathbb Z^d\) with applications to random walks on wreath products (Q388988)
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scientific article; zbMATH DE number 6247262
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Large deviations for stable like random walks on \(\mathbb Z^d\) with applications to random walks on wreath products |
scientific article; zbMATH DE number 6247262 |
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Large deviations for stable like random walks on \(\mathbb Z^d\) with applications to random walks on wreath products (English)
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17 January 2014
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The authors derive Donsker-Varadhan-type results for functionals of the occupation times when the underlying random walk on \(\mathbb Z^d\) is in the domain of attraction of an operator-stable law on \(\mathbb R^d\). Applications to random walks on wreath products (also known as lamplighter groups) are given.
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random walks
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wreath product
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large deviations
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0.89314204
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0.8923498
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