Monotone iterative schemes for positive solutions of a fractional differential system with integral boundary conditions on an infinite interval

Yaohong Li, Wei Cheng, Jiafa Xu

Abstract


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.


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