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A study on Peirce theory of signs by multi-agent modeling

皮尔士符号理论的多主体建模研究

基本信息

批准号：
23652003
负责人：
OSAWA Hidesuke
金额：
$ 0.92万
依托单位：
Aichi University of Education
依托单位国家：
日本
项目类别：
Grant-in-Aid for Challenging Exploratory Research
财政年份：
2011
资助国家：
日本
起止时间：
2011 至 2012
项目状态：
已结题

项目摘要

Peirce theory of signs was studied and a multi-agents-based modeling of the Semiosis was made up. In this model two kinds of agents, dynamic objects and representamen, are defined. For the latter two fields of view, for the dynamic objects and for the other representamen, are defined. Representamen agents move around randomly and if they see some dynamic objects, they change their color to cyan or mazenta according to the probability determined. After this moment the color plays as an Index which indicates the existence of dynamic objects. In addition, each representamen agent changes its color to the same color as the representamen's in its view. After this moment we may construe the color plays as a Symbol. In conclusion, we can say that the number of index agents becomes constant proportional to the probabilities, but the number of symbol agents continues to swing but invariably becomes one of the two colors after some 100 steps independently of the probabilities determined.

研究了皮尔斯符号理论，建立了基于多智能体的符号学模型。在该模型中，定义了两类Agent：动态对象和代理人。对于后两个领域的观点，为动态对象和其他representamen，定义。Representamen代理随机移动，如果他们看到一些动态对象，他们会根据确定的概率将其颜色更改为青色或洋红色。在此之后，颜色将作为指示动态对象存在的索引。此外，每个representamen agent将其颜色更改为与其视图中的representamen颜色相同的颜色。在这一刻之后，我们可以把颜色当作一种象征。总之，我们可以说，指数代理的数量与概率成正比，但符号代理的数量继续摆动，但在大约100步之后，总是变成两种颜色之一，而与所确定的概率无关。