In this paper, the author discusses the multiple positive solutions for an infinite boundary value problem of first order impulsive superlinear integro-differential equations on the half line by means of the fixed point theorem of cone expansion and compression with norm type.
Applying topological method,this paper investigates the existence of positive solu-tions to singular m-point boundary value problems of a coupled system of differential equations.
Li Hongyu1,Sun Jingxian2,Cui Yujun1(1. College of Information Science and Engineering,Shandong University of Science and Technology,Qingdao 266510,Shandong
By constructing a special cone and applying the fixed point theorem of cone compression and expansion,this paper investigates the existence of positive solutions for a class of first order singular boundary value problem(BVP,for short) on unbounded domains.Moreover,an incomparable result about two positive solutions for the BVP is also obtained and an example is given to illustrate the application of the main results.
In this paper,the author discusses the multiple positive solutions for an infinite boundary value problem of first order impulsive singular integro-differential equations on the half line by means of the fixed point theorem of cone expansion and compression with norm type.
