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Understanding complex idealized cognitive models by the use of a total overlay structure.

机译:通过使用总覆盖结构来了解复杂的理想化认知模型。

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Lakoff (1987) provides general principles about how we reason with conceptual categories in his description of idealized cognitive models (ICMs). Part of his description involves some structuring principles for complex ICMs, such as cluster models and radial categories. However, not all ICMs fall neatly into these two groupings. Another useful method to understand complex ICMs is through the use of an overlay structure, similar to the manner in which transparencies are overlaid on a base diagram to provide a clearer way of understanding the base structure.; There are (at least) three types of overlay structures which can be used in the modeling of complex ICMs; total overlays, partial overlays, and overlaps. This research will focus on total overlays, which are structures in which each layer of the model exhaustively maps the base domain. The use of the total overlay structure is especially interesting, since we make use of it in understanding such cognitively fundamental domains as time and space, as well as in more abstract domains, such as computer science and monetary systems. This research investigates how we make use of structuring principles related to the total overlay in understanding a variety of complex ICMs by examining the components of each of the ICMs, as well as the heuristics we employ in selecting the appropriate term from within these models. Finally, we will explore how these structures and heuristics are useful within the context of natural language processing systems.; One problem especially relevant to this research is on the response generation capability of a natural language processing (NLP) system; specifically, how we choose the appropriate response in a discourse. Consider, for example, the kind of question which even schoolchildren can answer with little difficulty, such as "How old are you?" or "Where are you from?" In most cases, people are able to select a response using a term from the appropriate layer of the model; this research explores the general rules we use in making this selection, as well as how we might implement these techniques in an NLP system.
机译:Lakoff(1987)在他对理想认知模型(ICM)的描述中提供了关于我们如何用概念类别进行推理的一般原则。他的描述的一部分涉及复杂ICM的一些结构原理,例如群集模型和径向类别。但是,并非所有的ICM都巧妙地归入这两个类别。了解复杂ICM的另一种有用方法是使用覆盖结构,类似于将透明胶片覆盖在基础图上的方式,以提供更清晰的理解基础结构的方式。至少有三种类型的覆盖结构可用于复杂ICM的建模;全部叠加,部分叠加和重叠。这项研究将集中在总覆盖上,这些覆盖是模型的每一层都详尽地映射基本域的结构。总覆盖结构的使用特别有趣,因为我们将其用于理解诸如时间和空间之类的认知基础领域以及更抽象的领域,例如计算机科学和货币系统。这项研究调查了我们如何通过检查每个ICM的组成部分以及在这些模型中选择合适术语的启发式方法,如何利用与总覆盖层相关的结构原理来理解各种复杂的ICM。最后,我们将探索这些结构和启发式方法在自然语言处理系统的上下文中如何有用。与这项研究特别相关的一个问题是自然语言处理(NLP)系统的响应生成能力。具体来说,我们如何在话语中选择适当的回应。例如,考虑一下这样的问题,即使是学童也可以轻松地回答,例如“你几岁?”或“你来自哪里?”在大多数情况下,人们可以从模型的适当层中使用术语来选择响应。这项研究探索了我们在进行选择时使用的一般规则,以及我们如何在NLP系统中实现这些技术。

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