数学杂志
數學雜誌
수학잡지
JOURNAL OF MATHEMATICS
2010年
1期
105-108
,共4页
全球变暖%减排%动态最优化
全毬變暖%減排%動態最優化
전구변난%감배%동태최우화
global warming%emissions reductions%dynamic optimization
本文研究了全球变暖的减排对策及其对经济环境的影响.运用动态最优化的方法,对该系统进行静态与动态的分析,并且讨论了参数对经济环境的影响.对我国制定全球变暖的对策有一定启发意义.
本文研究瞭全毬變暖的減排對策及其對經濟環境的影響.運用動態最優化的方法,對該繫統進行靜態與動態的分析,併且討論瞭參數對經濟環境的影響.對我國製定全毬變暖的對策有一定啟髮意義.
본문연구료전구변난적감배대책급기대경제배경적영향.운용동태최우화적방법,대해계통진행정태여동태적분석,병차토론료삼수대경제배경적영향.대아국제정전구변난적대책유일정계발의의.
This article conducts a theoretical analysis on emission reduction decisions deafing with global warming and their effects on economic environment system.This analysis is entirely based on a continuous four-dimensional dynamic model.Using mathematical methods of dynamic optimization,the authors deduce the basic modeis and discuss theoretical problems such as the steady state and optimal path of the system.We also prove that the parameter has the effect on environments.The results have some implications to national strategies dealing with climate change.