Random Walks as Motions on the Torus

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概要

• 論文の詳細を見る

• Introducing motions with variable inclinations on the torus, we intend totreat random walks as stochastic-tvr>e motions on the torus. Comr>ared with therrobabilit>' densitv for sojourn time of the classical harmonic oscillator, thelimitins densitv for random walks becomes also uniform on the torus if we definenew variables. The famous aresine la',v can be interr>reted in terms of new variablesand its r>aradoxical feature disar>r:aea.rs. This fact suggests that we can interpreteother seeminsl>' curious r>henomena. in the r>robabilit>r theorv in terms or ay..namical system.

• 社団法人日本物理学会の論文
• 1981-05-15

著者

• Sabata Hideki

  Department Of Physics

• SABATA Hideki

  Department of Physics,Osaka Kyoiku University

関連論文

• Time Dependent Problems of Scattering in Linear Lattice System
• Non-duality in Non-linear Systems
• Comments on the Problem of Anharmonic Lattice with Defects
• Generalization of Reduced Mass
• Random Walks as Motions on the Torus

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