衡敛系统的性质及其推导
Nature of the constant convergence system and its derivation
开放系统能够构建衡敛的状态,成为衡敛系统,根据收敛级数的性质对系统结构解析,得出衡敛系统的三个基本性质,可对衡敛系统结构进行分解和组合。通过对衡敛系统性质的进一步推导,又得出了衡敛系统的守恒律和相对律,由此形成了研究复杂性科学的新理论和方法,能够实现从定性到定量、从微观到宏观进行系统科学研究,这种运用衡敛系统理论的分析方法,是一条进行复杂性科学研究的新路径。
Open system to build the state of constant convergence, To become constant convergence system, According to the nature of Convergence Analysis of system structure, Are three basic nature of the constant convergence system, Can be decomposed and the combination of constant convergence of the system architecture. The nature of the constant convergence of the system by further derivation, Constant convergence of the system has obtained conservation laws and the relative law, Thus creating a new theory and method of complexity science, Can be achieved from qualitative to quantitative, from micro to macro systematic scientific research, The analysis of the use of the constant convergence of system theory, Is a new path of complexity science research.
赵峰
系统科学、系统技术
系统科学衡敛系统收敛级数结构解析结合律
System scienceConstant Convergence Systemconvergent seriesStructural AnalysisAssociative rule
赵峰.衡敛系统的性质及其推导[EB/OL].(2011-04-02)[2025-08-11].http://www.paper.edu.cn/releasepaper/content/201104-48.点此复制
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