Positive Solutions to Three-Point Eigenalue Problems for Nonlinear Third-Order Difference Equations

In this paper, by using the fixed point theorem in cone, we obtain the existence of positive solutions to the discrete nonlinear third-order three-point eigenvalue problem △3u(t-1)= λa(t)f(t,u(t)),t∈[1,T]Z, u(0)=△u(ƞ)=△u(T)=0, where ƞ∈[[(T2+T)/(3T+2)]+1,T]Z, and λ>0 is a parameter.

Podrobná bibliografie

Hlavní autoři:	GENG Tian-Mei, GAO Cheng-Hua, WANG Yan-Xia
Médium:	Artigo
Jazyk:	Inglês
Vydáno:	Editorial Department of Journal of Sichuan University (Natural Science Edition) 2016-01-01
Edice:	四川大学学报. 自然科学版
Témata:	Nonlinear third-order difference equation, three-point boundary value problem, positive solution, cone, fixed point theorem.
On-line přístup:	http://science.scu.edu.cn/thesisDetails?columnId=45830651&Fpath=home&index=0
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