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 STABLE CONFIGURATIONS IN CELL SPACE UNDER THE THRESHOLD TYPE TRANSITION RULE Abstract/OtherAbstract : This paper is one of a series of the papers treating stable configurations in cell space. The strong-week relations between states are introduced in the local transition rule of the cell space. The local transition rule is systematically represented by the threshold type function. The pattern of stable configuration is remarkably changed when the thresholds of the local transition rule exceeds some critical values. It is shown that the stable configurations in the $m \times n$ cell space are dependent on both the size of the basic cell space and the type of local transition rule. Hierarchy of types of local transition rules and cluster property of stable configurations are obtained. In addition the singular stable subconfiguration is defined and it is found that a stable configuration becomes another stable configuration if a state of the singular stable subconfiguration is changed. Authors : Sasagawa, Fumiyoshi, 笹川, 文義 Related Documents : 6444655 - Moving beyond the parts incidence matrix: alternative routings and operations for the c...6927305 - Connection admission control for constant bit rate traffic at a multi-buffer multiplexe...33325895 - Proliferating parasites in dividing cells: kimmel’s branching model revisited32396775 - Modeling and analysis of a bio-fuelled ceramic fuel cell stack8381865 - Analysis of vestibular hair cell bundle mechanics using10551975 - Effect of uv radiation on the bacterivory of a heterotrophic nanoflagellate Contributors : International Institute for Advanced Study of Social Information Science, Fujitsu Ltd., 富士通国際情報社会科学研究所 Publication Detail : Publisher :  Research Association of Statistical Sciences, 統計科学研究会     Type :  学術雑誌論文, Journal Article     Format :  852866 bytes, 3736 bytes, application/pdf, text/plain Date Detail : 2009-03-10, 2009-03-10, 1990-03 Subject : - Coverage : - Relation : http://bic.math.kyushu-u.ac.jp/ Source : - Copyright Information : - Other Details : Languages :  en Export Citation : APA/MLA Format     Download EndNote     Download BibTex

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