Zan Ting-quan. A General Mathematical Framework of Complex Systems(Ⅰ)[J]. Applied Mathematics and Mechanics, 1993, 14(4): 367-375.
 Citation: Zan Ting-quan. A General Mathematical Framework of Complex Systems(Ⅰ)[J]. Applied Mathematics and Mechanics, 1993, 14(4): 367-375.

A General Mathematical Framework of Complex Systems(Ⅰ)

• Received Date: 1992-05-11
• Publish Date: 1993-04-15
• The fundamental and simplest structure of a complex system is a network. According to this idea, we plan to develop a general methematical framework of complex systems. In this paper, we discuss in detail the concept of systems, a general description of systems:System=(Hardware, Software, Environment), and whole-part relations, including relations between elements and systems, subsystems and systems, and between systems. The rules of operations of systems are given, and the induced transformations between hardware and software of systems are briefly discussed.
•  [1] 咎廷全,系统经济学的理论框架,系统工程,10(2) (1992),26-33. [2] Bertalanffy,L.V.,General Systems Theory,George Braziller Inc.,New York(1973). [3] 咎廷全,关于系统学研究的若干问题,系统工程理论与实践,13(3)(1993),(待发表) [4] 咎廷全,刘宗超,非线性生态系统的复杂动力学行为研究(I),应用数学和力学,12(7) (1991)607-612. [5] 普廷全,非线性生态系统的复杂动力学行为研究(I).应用数学和力学,9(10) (1988),925-931. [6] 咎廷全、朱立新,自然资源的运筹分析与泛权场网模型,应用数学和力学,9(8) (1988),759-762. [7] 咎廷全、吴学谋,复杂系统的泛系聚类方法,应用数学和力学,13(8) (1992),489-495. [8] 吴学谋,《从泛系观看世界》,中国人民大学出版社,北京(1990). [9] 咎廷全、吴学谋经袄系统的泛权场网模型与运筹方法,系统工程,9(5) (1990),20-24.

Catalog

通讯作者: 陈斌, bchen63@163.com
• 1.

沈阳化工大学材料科学与工程学院 沈阳 110142

Article Metrics

Article views (1957) PDF downloads(812) Cited by()
Related

/

DownLoad:  Full-Size Img  PowerPoint