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基于目标的范畴的理想性和相似性:计算检验。

Idealness and similarity in goal-derived categories: a computational examination.

机构信息

Department of Psychology, University of Leuven, Tiensestraat 102, 3000 Leuven, Belgium.

出版信息

Mem Cognit. 2013 Feb;41(2):312-27. doi: 10.3758/s13421-012-0252-y.

Abstract

The finding that the typicality gradient in goal-derived categories is mainly driven by ideals rather than by exemplar similarity has stood uncontested for nearly three decades. Due to the rather rigid earlier implementations of similarity, a key question has remained--that is, whether a more flexible approach to similarity would alter the conclusions. In the present study, we evaluated whether a similarity-based approach that allows for dimensional weighting could account for findings in goal-derived categories. To this end, we compared a computational model of exemplar similarity (the generalized context model; Nosofsky, Journal of Experimental Psychology. General 115:39-57, 1986) and a computational model of ideal representation (the ideal-dimension model; Voorspoels, Vanpaemel, & Storms, Psychonomic Bulletin & Review 18:1006-114, 2011) in their accounts of exemplar typicality in ten goal-derived categories. In terms of both goodness-of-fit and generalizability, we found strong evidence for an ideal approach in nearly all categories. We conclude that focusing on a limited set of features is necessary but not sufficient to account for the observed typicality gradient. A second aspect of ideal representations--that is, that extreme rather than common, central-tendency values drive typicality--seems to be crucial.

摘要

近三十年来,目标衍生类别中的典型性梯度主要由理想而不是范例相似性驱动的这一发现一直未受到质疑。由于早期相似性的实施相当僵化,一个关键问题仍然存在,即更灵活的相似性方法是否会改变结论。在本研究中,我们评估了基于相似性的方法是否可以对目标衍生类别中的发现进行解释,这种方法允许进行维度加权。为此,我们比较了范例相似性的计算模型(广义上下文模型;Nosofsky,《实验心理学杂志:一般性》,1986 年,第 115 卷:39-57)和理想表示的计算模型(理想维度模型;Voorspoels、Vanpaemel 和 Storms,《心理通报与评论》,2011 年,第 18 卷:1006-114),以解释十个目标衍生类别中的范例典型性。在拟合度和可推广性方面,我们几乎在所有类别中都发现了理想方法的有力证据。我们得出的结论是,关注有限的特征集对于解释观察到的典型性梯度是必要的,但不是充分的。理想表示的另一个方面,即极端而不是常见的、中心趋势值驱动典型性,似乎是至关重要的。

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