摘要
引入时间和空间变元,揭示对象间由于时空接近关系形成的确定性或可能性的相互蕴涵、相互通达的逻辑关系及推理原理:设A与B是任两对象,若A与B间有时空接近或重合关系,则A与B间就构成取值[0,1]的相互蕴涵和通达关系◇(A B),即人们可能从对象A推出对象B,或可能从对象B推出对象A.当通达关系取值为1时,可以确定性地从A与B间相互推出(A B),当通达关系取值为0时,A与B间不存在推出关系。
To introduce spatial and temporal variables and elaborate on inclusive and accessible logical relations, namely the certainty or possibility between objects resulted from spatial and temporal proximity as well as on relevant inference principles involved. Let A and B be any objects in the hypothesis. If spatial and temporal proximity or coincidence exists between A and B,implication and accessibility are between 0 and 1. ◇ (A --,B) indicates that Object B can be inferred from Object A ; When accessibility is 1, B can certainly be inferred from A. As to A→B ,there is no implication between A and B if accessibility is 0.
出处
《昆明学院学报》
2011年第4期32-38,共7页
Journal of Kunming University
基金
国家社会科学基金资助项目(06BZX006)
关键词
时间
空间
接近性原理
推理模式
相互通达
time
spatial
law of contiguity
reasoning model
mutual accessibility