Oscillation properties of stopped random walks on infinite tress
Date
2014
Authors
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Kerimov, Azer
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Language
English
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1
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Abstract
We investigate a random walk on a branching tree with vertices labeled 1; 2; : : : ; r which terminates if two consecutive vertices of a walk are labeled with close numbers. It is proved that expected absorption times and absorption probabilities have surprising oscillating dependencies on starting states.
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Degree Discipline
Mathematics
Degree Level
Master's
Degree Name
MS (Master of Science)