ATTRACTIVITY

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Some problems on the global attractivity of linear nonautonomous difference equations
《Science China Mathematics》2003年第6期884-892,共9页庾建设 郭志明 
supported by Trans-Century Taining Programme Foundation for the Talents by the State Education Conmittee;the Doctoral Foundation of Ministry of Educatin of China(No.20020532014).
This paper is to solve several problems on the global attractivity of the zero solution of the nonautonomous difference equation $x_{n + 1} - x_n + P_n x_{n - k_n } = 0,n \in \mathbb{Z} (0)$ , where P n is a sequence ...
关键词：DIFFERENCE equations  global attractivity  nonautonomous. 
Existence and global attractivity of a positive periodic solution of a class of delay differential equation被引量：15
《Science China Mathematics》1998年第3期273-284,共12页李永昆 
ProjectpartiallysupportedbytheNationalNaturalScienceFoundationofChina (GrantNo .10 5 72 0 5 7)andtheAppliedBa sicResearchFoundationofYunnanProvince
The existence and the global attractivity of a positive periodic solution of the delay differential equation y·(t)=y(t)F[t, y(t-τ 1(t)),...,y(t-τ n(t))] are studied by using some techniques of the Mawhin coincidenc...
关键词：delay differential EQUATION logistic EQUATION POSITIVE PERIODIC SOLUTION global ATTRACTIVITY Fredholm mapping. 
Global attractivity of the zero solution of a class of functional differential equations and its applications被引量：11
《Science China Mathematics》1996年第3期225-237,共13页庾建设 
Project partially supported by the National Nature Science Foundation of China;the Natural Scienee Foundation of Hunan Province.
The global attractivity of the zero solution of the delay functional differential equation x(t)+ [1+x(t)]F(t, x(·)) =0 is studied by using a new technique. When this result is applied to some special delay bio-mathem...
关键词：functional differential EQUATION LOGISTIC EQUATION global ATTRACTIVITY UNBOUNDED delay. 
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