泛系分析:数学·方法论·相对论·辩证思维

基于对广义系统、泛导、泛对称、泛箱原理、泛系相对性提出了新的分析模式与新的相对数学化的简化强化的定义,发展了泛系方法论与泛系相对论的框架与理法,具体内容涉及:相对普适的数学化的泛系,200类对偶,对偶转化,泛对称转化,泛系辩证,八畴方法,泛系数学方法,广义量化,逼近转化原则,泛等价定理,供求分析,思维实验,广义灰色系统,等等.

Pansystems Analysis: Mathematics, Methodology, Relativity and Dialectical Thinking

Based on new analysis modes and new definitions with relative mathematization and simplification or strengthening forms for concepts of generalized systems, panderivatives, pansymmetry, panbox principle, pansystems relativity, etc, the framework and related principles of pansystems methodology and pansystems relativity are developed. Related contents include: pansystems with relatively universal mathematizing forms, 200 types of dualities, duality transformation, pansymmetry transformation, pansystems dialectics, the 8_domain method, pansystems mathematical methods, generalized quantification, the principles of approximation_transforming, pan_equivalence theorems, supply_demand analysis, thinking experiment, generalized gray systems, etc.