A202 ASYMPTOTIC BEHAVIOR OF ONE-DIMENSIONAL CELLULAR AUTOMATA TRAFFIC MODELS(Session : Traffic Flow)

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概要

• 論文の詳細を見る

• At first we study the transient behavior of one-dimensional cellular automata with spatial entropy analysis. Though it is too hard to estimate the spatial entropy in general, we have the family of cellular automata dynamics its entropies are well estimated. The essential fact is the equivalence of entropy and the singularity of its dynamical zeta function. It is powerful because in our class the zeta function is polynomial. The author shows the framework of the entropy analysis and examples. Secondly, the phase transition behavior found in the conservative cases like traffic models. There are another foundation.

• 社団法人日本機械学会の論文
• 2001-11-14

著者

• 行木 孝夫

  北大

関連論文

• A202 ASYMPTOTIC BEHAVIOR OF ONE-DIMENSIONAL CELLULAR AUTOMATA TRAFFIC MODELS(Session : Traffic Flow)

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