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Multiple Readings of Existential Graphs

机译:存在图形的多读数

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摘要

In her writings, Shin points out that non-symbolic representation systems have so far been underestimated in favour of symbolic systems. Her alternative aims to overcome the shortcomings of diagrammatic systems while saving the benefits by formalising them in a way that takes advantage of the iconic properties of diagrammatic representations. Specifically, it proposes a natural system by providing a new formulation for reading algorithms and the inference rules of C. S. Peirce's Existential Graphs (EG) that is easy to understand and use. In this study, I cover issues related to multiple readings. In their papers, Bellucci and Pietarinen critically examines Shin's arguments from several points of view. According to Shin, multiple readings are an example that shows the typical characteristics of diagrammatic systems that are not possible in symbolic systems but possible in the alpha part of EG. According to Bellucci and Pietarinen, in contrast, the multiple readings argument is useless to distinguish diagrammatic systems from symbolic ones because it contains circular arguments. Through an examination of this issue, this study considers the diagram and language differences, and differences between the icons and symbols.
机译:在她的着作中,申林指出,到目前为止,迄今为止已经低估了非符号表示系统,以支持符号系统。她的替代方案旨在克服图解系统的缺点,同时通过以利用图解示意图的标志性属性的方式形式化它们来节省益处。具体而言,它提出了一种通过为C. S.PeiRCE的存在性图(例如)的读数算法和推理规则提供了一种新的制定来提出自然系统,这很容易理解和使用。在本研究中,我涵盖了与多读数相关的问题。在他们的论文中,Bellucci和Pietarinen认识到Shin的次要观点。根据Shin,多读数是示出在例如α部分中的象征系统中不可能但是可能在例如符号系统中的典型特性的示例。根据Bellucci和Pietarinen的说法,相反,多读数参数可以从符号符号中区分视图系统,因为它包含循环参数。通过考试这个问题,本研究考虑了图表和语言差异,以及图标和符号之间的差异。

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