In this paper we study a class of operator equations A (x, x)+ B (x, x)= x in ordered Banach
spaces, where A, B are two mixed monotone operators. Various theorems are established to …

In this article, by introducing a new set and a new concept of φ−(h, e)-concave operators,
and by using the cone theory and monotone iterative method, we present some new …

In this paper, we are concerned with the existence and uniqueness of positive solutions for
the following fractional boundary value problems given bywhere D0+ α is the standard …

In the past decades, many applications related to applied physics, physiology and
astrophysics have been modelled using a class of two-point singular boundary value …

Nowadays, many researchers have considerable attention to fractional calculus as a useful
tool for modeling of different phenomena in the world. In this work, we investigate the sum …

Modified Adomian Decomposition Method to Solve Generalized Emden–Fowler Systems for
Singular IVP - Abdullah Alderremy - 2019 - Mathematical Problems in Engineering - Wiley …

In this paper we study a class of sum operator equation A x+ B x+ C (x, x)= x Ax+Bx+C(x,x)=x
on ordered Banach spaces, where A is an increasing operator, B is a decreasing operator …

In this work, we study the existence and uniqueness of positive solutions for nonlinear
fractional differential equation boundary-value problems. Our analysis relies on a fixed point …

In this paper we develop various new fixed point theorems for a class of operator equations
with three general mixed monotone operators, namely A (x, x)+ B (x, x)+ C (x, x)= x …

This paper investigates the existence of a unique positive solution for a class of boundary
value problems of p-Laplacian fractional differential equations, where its nonlinearity is …