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[讨论交流] Stochastic Models in Reliability Theory [推广有奖]

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lasgpope 学生认证  发表于 2015-6-12 12:47:45 |AI写论文

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In Japan there are many research workers who are especially inter- ested in stochastic models in reliability theory. On the above back- ground, it was a nice occasion for the Editors to organize the Reliabil- ity Symposium with emphasis on "Stochastic Models in Reliability Theory." The Reliability Symposium was held in Nagoya, Japan, April 23-24, 1984. In the Symposium there were 14 contributions of the recent research works on stochastic models in reliability theory in Japan. We briefly sketch all the contributions by the following classifications just for conveni- ence. The first three papers discuss coherent structure theory: Miyakawa considers stochastic coherent systems where the system's state can not be completely determined by the states of its components. He shows that such models will be used in identifying the failure mechanism based on failure pattern data. Ohi and Nishida propose multistate systems in which all the state spaces are not necessarily the same, but somewhat strong coherency is assumed. Nakashima and Yamato discuss multivalued- output systems and su~gest the type of redundancy effective for improv- ing- fail-safe characteristics of such systems. The next two papers are concerned with maintenance and replacement problems: Nakagawa summarizes seven replacement models with discrete variables. He shows that each optimal number is given by a unique solu- tion to equation. Kaio and Osaki consider optimum inspection policies for a system whose failure can be detected effectively. They discuss three inspection models and give their optimum inspection policies.

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关键词:reliability Stochastic liability Stochast Ability especially occasion research emphasis recent

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auirzxp(未真实交易用户) 学生认证  发表于 2015-6-12 12:58:56
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lhf8059(真实交易用户) 发表于 2015-6-12 13:34:03
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雪过无痕(真实交易用户) 在职认证  发表于 2015-6-12 15:17:24
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0jzhang(真实交易用户) 发表于 2015-6-12 18:54:53
Stochastic Models in Reliability Theory

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xiangyu71(真实交易用户) 发表于 2015-6-12 19:21:39
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