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This paper examines the chaotic properties of the elementary cellular automaton rule 40. Rule 40 has been classified into Wolfram’s class I and also into class 1 by G. Braga et al. These classifications mean that the time-space patterns generated by this cellular automaton die out in a finite time and so are not interesting. As such, we may hardly realize(More)
In the reliability theory th,e joint life distribution of units is usually derived under the assumption of stochastic independence for the behavior of units. But it is seen in the practical situation that the stochastic dependence arises by the cause of putting the units in a same environment and so on. A shock model is used to formulate the joint life(More)
ON AN EXTENSION OF BARLOW -WU SYSTEMS BASIC PROPERTIES Shuichi Shinmori Hiroyuki Hagihara Osaka University Fumio Ohi Aichi Institute of Technology Toshio Nishida Osaka University (Received January 21,1988; Final October 26,1988) The present paper considers multi-state systems which are regarded as a generalization of binary systems, and generalizes the(More)
This paper deals with the M + 1 out-of-N:G system with correlated failure and single repair facility, where correlated failure means that i (1 ~ i ~ N) operating units in the system are possible to fail at the same time. We consider two repair policies, and under each repair policy Laplace transform of point-wise availability and reliability, meantime to(More)
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