论文标题
单调迭代方案，用于在无限间隔内具有积分边界条件的分数差分系统的阳性溶液
Monotone iterative schemes for positive solutions of a fractional differential system with integral boundary conditions on an infinite interval
论文作者
论文摘要
在本文中，使用单调迭代技术和BANACH收缩映射原理，我们研究了一类具有无数间隔内积分边界的分数差分系统。构建了一些明确的单调迭代方案，用于构建极端阳性解决方案和独特的阳性溶液。
In this paper, using the monotone iterative technique and the Banach contraction mapping principle, we study a class of fractional differential system with integral boundary on an infinite interval. Some explicit monotone iterative schemes for approximating the extreme positive solutions and the unique positive solution are constructed.
