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Title: Poincar� Cycle of an Ehrenfest Multiurn Model in a One-dimensional Ring
Authors: Kao, Yee-Mou
Contributors: 物理學系
Date: 2004-02
Issue Date: 2012-09-10T06:38:21Z
Publisher: The American Physical Society
Abstract: We study an Ehrenfest multiurn model of a one-dimensional ring, generalizing the directed transport in the previous model to arbitrary transports. We analytically study the evolution of the system and calculate the Poincar� cycle for given transport probabilities. The result shows that the average number of balls in an urn evolves according to the transport probability, but the Poincar� cycle is only related to the initial configuration.
Relation: Physical Review E, 69(2): 027103
Appears in Collections:[Department of Physics] Periodical Articles

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