摘要:
本文运用单调迭代法研究了三阶三点积分边值问题
正解的存在性，其中f:[0,T]×[0,+∞)→[0,+∞)连续，a:[0,T]→[0,+∞)非负连续且a(t)不恒等于零，η∈[0,T]为常数，α∈(0,1/η)。
Abstract:
In this paper, by applying monotone iteration method, this article studies the existence of positive solutions for third-order three-point integral boundary value problem
where f:[0,T]×[0,+∞)→[0,+∞) is continuous,a:[0,T]→[0,+∞) is nonnegatively continuous and a(t) is not identical to zero,η∈[0,T] is constant,α∈(0,1/η).