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Vagueness, graded membership, and conceptual spaces

机译:模糊性,分级成员资格和概念空间

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This paper is concerned with a version of Kamp and Partee's account of graded membership that relies on the conceptual spaces framework. Three studies are reported, one to construct a particular shape space, one to detect which shapes representable in that space are typical for certain sorts of objects, and one to elicit degrees of category membership for the various shapes from which the shape space was constructed. Taking Kamp and Partee's proposal as given, the first two studies allowed us to predict the degrees to which people would judge shapes representable in the space to be members of certain categories. These predictions were compared with the degrees that were measured in the third study. The comparison yielded a test of the account of graded membership at issue. The outcome of this test was found to support the conceptual spaces version of Kamp and Partee's account of graded membership. (C) 2016 Elsevier B.V. All rights reserved.
机译:本文涉及Kamp和Partee关于分级成员资格的版本,该版本依赖于概念空间框架。据报道,进行了三项研究,其中一项是构建特定的形状空间,一项是检测在该空间中可表示的形状对于某些种类的对象而言是典型的,另一项是对构成该形状空间的各种形状引起类别隶属程度。根据坎普和帕特的建议,前两项研究使我们能够预测人们判断空间中可表示为某些类别成员的形状的程度。将这些预测与第三项研究中测得的程度进行了比较。比较产生了对有争议的会员资格等级的测试。发现该测试的结果支持Kamp的概念空间版本和Partee的分级成员资格帐户。 (C)2016 Elsevier B.V.保留所有权利。

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