Open Quantum Random Walks on the Half-Line: The Karlin–McGregor Formula, Path Counting and Foster’s Theorem
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DOI: 10.1007/s10955-017-1876-x
Abstract: In this work we consider open quantum random walks on the non-negative integers. By considering orthogonal matrix polynomials we are able to describe transition probability expressions for classes of walks via a matrix version of… read more here.
Keywords: quantum; karlin mcgregor; quantum random; random walks ... See more keywords