论计算主义:形式解释与初始模型

Mohamad Awwad
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引用次数: 0

摘要

在本文中,我们提出了一个基于认知和计算之间的数学关系的计算主义的初始形式模型。更具体地说,基于一组认知成分作为一个域,一组计算实现作为一个范围,我们在这些集合上定义了两种转换关系。此外,我们定义了可实现性原则、可描述性原则和现象对应原则,并且我们推测,由于这些原则没有得到满足,完全计算主义并不成立。特别是,许多与认知相关的现象不尊重可描述性原则,这是用计算状态表示认知状态所必需的。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
ON COMPUTATIONALISM: FORMAL INTERPRETATION AND INITIAL MODEL
In this article, we propose an initial formal model of computationalism based on mathematical relations between cognition and computation. More specifically, based on a set of cognitive constituents as a domain, and a set of computational implementations as a range, we define two relations of transformation over these sets. Moreover, we define the principles of implementability, describability, and phenomena correspondence, and we conjecture that full computationalism does not hold since these principles are not fulfilled. Particularly, many cognitively-tied phenomena fail to respect the describability principle which is necessary for representing a cognitive state by a computational state.
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