The uniform measure for discrete-time quantum walks in one dimension

Published 3 Nov 2013 in math-ph, math.MP, and quant-ph | (1311.0427v3)

Abstract: We obtain the uniform measure as a stationary measure of the one-dimensional discrete-time quantum walks by solving the corresponding eigenvalue problem. As an application, the uniform probability measure on a finite interval at a time can be given.

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Authors (1)

Norio Konno

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