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基于联合加纳尔和系统因素分析技术的两位数加工模型。

A model for two-digit number processing based on a joint Garner and system factorial technology analysis.

机构信息

Department of Psychology.

出版信息

J Exp Psychol Gen. 2020 Apr;149(4):676-700. doi: 10.1037/xge0000679. Epub 2019 Sep 9.

Abstract

As a vital part of our daily lives, number processing has received much attention in current cognitive research. Most adults perceive with ease the numerical magnitude of a two-digit number and also the individual magnitudes of the component digits, yet the relation between the 2 is poorly understood. Application to two-digit numbers of Garner's speeded classification paradigm (Experiment 1) and of system factorial technology (Experiment 2) jointly reveals phases of independent and of coactive processing within a well-defined time-course. A new model, the interactive race coactive model, explains various facets of two-digit number processing. (PsycINFO Database Record (c) 2020 APA, all rights reserved).

摘要

作为日常生活的重要组成部分,数字处理在当前认知研究中受到了广泛关注。大多数成年人能够轻松感知两位数的数量大小,也能感知组成数字的个体大小,但两者之间的关系却知之甚少。在加内尔的快速分类范式(实验 1)和系统因子技术(实验 2)中应用两位数,共同揭示了在明确的时间进程内独立处理和共同激活处理的阶段。一个新的模型,互动竞赛共同激活模型,解释了两位数数字处理的各个方面。

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