Browsing by Author "Ching, HT"

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Catalan random walks and flights
(1996-12-01)
Chin, CH
;
Ching, HT
;
電子物理學系
;
物理研究所
;
Department of Electrophysics
The Catalan random walk is considered as a non-Gaussian but stable random walk. The stochastic equivalence, the distribution function and the stochastic equation are constructed by a (n)Z fractal theory. A general formula has been derived to reexamine the possibility of reconstructing the foundation of statistical physics.
Catalan random walks and flights
(1996-12-01)
Chin, CH
;
Ching, HT
;
電子物理學系
;
物理研究所
;
Department of Electrophysics
The Catalan random walk is considered as a non-Gaussian but stable random walk. The stochastic equivalence, the distribution function and the stochastic equation are constructed by a (n)Z fractal theory. A general formula has been derived to reexamine the possibility of reconstructing the foundation of statistical physics.