A Mathematical Analysis of Structural Effects
A Mathematical Analysis of Structural Effects
批准号:
11610226
负责人:
KOBAYASHI Jun'ichi
金额:
$1.41万
依托单位:
依托单位国家:
日本
项目类别:
Grant-in-Aid for Scientific Research (C)
财政年份:
1999
资助国家:
日本
项目状态:
已结题
起止时间:
1999 至 2000
中文摘要
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英文摘要
The concept of structural effect was introduced to the sociologists by P.M.Blau. He tried to explicate the effects of attributes of social collectivities on individual orientations and conducts. But his discussions were made in natural, non-mathematical languages.In this study, we make an attempt to express Blau's basic idea as a mathematical model. Our major tool is the mathematical theory of absorbing Markov chain. We suggest a concept of mean number of transition before absorption. The interaction processes in social collectivities called structural effects could be explicitly depicted by Absorbing Markov chain. We can expect that this new characteristic value derived from fundamental matrix is a cornerstone for a mathematical analysis of structural effects.
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KOBAYASIII,J: "On the Minimigation of Boolean Formula"Fukuoka University Review of Literature & Humanities. 31(4). 2941-2950 (2000)
KOBAYASIII,J:《论布尔公式的最小化》福冈大学文献评论
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小林淳一: "ブール式の縮約について"福岡大学・人文論叢. 31. 2941-2950 (2000)
小林纯一:《论布尔约简》福冈大学人文丛书31。2941-2950(2000)。
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小林淳一: "ブール式の縮約について"福岡大学・人文論叢. 31・4. 2941-2950 (2000)
小林纯一:《论布尔约简》福冈大学人文丛书 31・4(2000)。
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小林淳一: "フォーマライゼーションのめざすもの"福岡大学人文論叢. 30巻1号. 49-64 (1998)
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