101. Modelling and data co-ordination of partial differential equations in sub-health management
- Author
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Ming-Zhen Xu, Bo-Min Cheng, Wang Dongcai, Jiwei Lin, Wu Haibin, Song Xiaorong, and Jingwei Li
- Subjects
Differential equations ,Partial differential equation ,Health management system ,Basis (linear algebra) ,Differential equation ,Computer science ,020209 energy ,General Engineering ,Population specific ,02 engineering and technology ,Population health ,Engineering (General). Civil engineering (General) ,01 natural sciences ,010305 fluids & plasmas ,Transformation (function) ,The data analysis ,Data coordination ,0103 physical sciences ,0202 electrical engineering, electronic engineering, information engineering ,Econometrics ,Ordination ,TA1-2040 ,Set (psychology) ,Sub-health management - Abstract
In recent years, the number of people with sub-health is increasing, so sub-health is widely concerned by people from all walks of life. In this paper, according to the characteristics of the sub-health, and the data, set up a differential equation model, which based on the multiple subhealthy district for the data as a whole, at the same time set up on the mathematical model of health system in different populations, according to an area or a particular population health, the entire population was divided into healthy people, healthy people, with light patient group, become seriously ill crowd four types, assume that each type of people at a certain probability to other types, and meet certain transformation relations, on this basis, established the basis points by random phenomenon, The mathematical model of health status system of specific population based on random change and evolution over time is used to explore how to transform sub-health into health and what factors form sub-health so as to better eliminate it.
- Published
- 2020