螺旋理论中运动的对应性及相似性

物质的运动具有对应性,反映运动规律的数学陈述式具有相似性,因此,公式的导出过程也必然有特有的相似性。螺旋理论就是紧紧抓住了这个基本特点而建立的理论体系。该体系的高度综合及优美和谐的特征构成体系的鲜明属性。螺旋理论涉及方面很多,本文只就螺旋理论的几个侧面来阐述对应性及相似性,以加深对该理论的了解与记忆,并为进一步深入探索提供某些方法。

THE TORSEUR THEORY AND MOVEMENT'S CORRESPONDENCE AND SIMILARITY

The material movement is possessed of correspondence.The mathematical expression reflecting the law of movement has similarity.Therefore the derivative course of the formu- la is also necessarily possessed of its peculiar correspondence.The torseur theory just grasps the very basic pecularity to set up its theoretical system.The highly comprehensive and ele- gant as well as harmonious character constitute the sysfem's obvious property.The torseur theory involves a lot of formulas.The article is to expound some of aspects of the torseur theory's correspondence and similarity,deepening the undersfanding and memory of the theory,and previding some methods to further probe it in a deep-going way.