嘉应学院学报
嘉應學院學報
가응학원학보
JOURNAL OF JIAYING UNIVERSITY
2012年
11期
14-17
,共4页
不动点定理%数学建模%应用
不動點定理%數學建模%應用
불동점정리%수학건모%응용
fixed point theorem%mathematic modeling%application
将Banach不动点定理推广到一类压缩型广义不动点定理，并介绍Banach不动点定理的变换形式在数学建模中的应用，来说明用不动点定理可以处理一些传统方法比较难解决的问题，进一步体现不动点理论应用的广泛性．
將Banach不動點定理推廣到一類壓縮型廣義不動點定理，併介紹Banach不動點定理的變換形式在數學建模中的應用，來說明用不動點定理可以處理一些傳統方法比較難解決的問題，進一步體現不動點理論應用的廣汎性．
장Banach불동점정리추엄도일류압축형엄의불동점정리，병개소Banach불동점정리적변환형식재수학건모중적응용，래설명용불동점정리가이처리일사전통방법비교난해결적문제，진일보체현불동점이론응용적엄범성．
In this paper, Banaeh fixed point theorem is extended to a sort of compressed generalized fixed point the- orem, and the transformation of Banach fixed point theorem is applied in mathematic modeling. It proves fixed point theorem can solve some problems which can' t be figured out in traditional ways, and further reflects the extensity of the applieation of fixed point theorem.
