阿德勒心理学对数学情感的阐释

M. Matsuoka
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摘要

摘要:本文介绍了作者认为阿德勒个体心理学中固有的数学概念。也就是说,微积分和阿德勒心理学之间的概念的亲和力源于Marina Bluvshtein提出的观点和解释。首先,笔者考虑了阿德勒运动定律与牛顿运动定律的区别。其次,作者认为极限的概念是阿德勒运动定律所固有的。第三,双重极限的数学思想是通过对归属的追求而出现的。最后,结合早期回忆讨论了整合的概念。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Clarification of Mathematical Sensibilities in Adlerian Psychology
Abstract:This article presents mathematical concepts the author considers inherent in Adler’s Individual Psychology. Namely, the affinity of concepts shared between calculus and Adlerian psychology derived from the viewpoint and explanations presented by Marina Bluvshtein. First, the author considers the difference between Adler’s law of movement and Newton’s law of motion. Second, the author considers the idea of limit as inherent in the Adlerian law of movement. Third, the mathematical idea of double limit appears through a pursuit of belongingness. Finally, the concept of integration is discussed in connection with early recollections.
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