传递关系
推论
空间关系
空间语境意识
背景(考古学)
认知地图
代表(政治)
计算机科学
空间认知
人工智能
空间智能
任务(项目管理)
认知
理论计算机科学
认知心理学
数学
模式识别(心理学)
认知科学
心理学
地理
组合数学
管理
考古
神经科学
政治
政治学
法学
经济
作者
Simone Schnall,Merideth Gattis
出处
期刊:Routledge eBooks
[Informa]
日期:2022-05-10
卷期号:: 929-934
被引量:4
标识
DOI:10.4324/9781315782416-168
摘要
Two experiments are reported that investigated the influence of linear spatial organization on transitive inference performance. Reward/no-reward relations between overlapping pairs of elements were presented in a context of linear spatial order or random spatial order. Participants in the linear arrangement condition showed evidence for visual reasoning: They systematically mapped spatial relations to conceptual relation and used the spatial relations to make inferences on a reasoning task in a new spatial context. We suggest that linear ordering may be a “good figure”, by constituting a parsimonious representation for the integration of premises, as well as for the inferencing process. The late emergence of transitive inference in children may be the result of limited cognitive capacity, which – unless an external spatial array is available – constrains the construction of an internal spatial array.
科研通智能强力驱动
Strongly Powered by AbleSci AI