We propose and analyze a meshless method of lines by considering some hybrid radial
kernels. These hybrid kernels are constructed by linearly combining infinite smooth radial …

In this work, we are concerned with a boundary value problem associated with a
generalized Fisher-like equation. This equation involves an eigenvalue and a parameter …

The authors use fixed point index properties to prove existence of positive solutions to the
abstract Hammerstein equation u=LFu where L:E→E is a compact linear operator, F:K→K is …

The Differential Transform Method for Solving the Model Describing Biological Species Living
Together Page 1 Archive of SID www.SID.ir Iranian Journal of Mathematical Sciences and …

Renormalized Solutions of Strongly Nonlinear Elliptic Problems with Lower Order Terms and
Measure Data in Orlicz-Sobolev Spaces Page 1 Iranian Journal of Mathematical Sciences and …

This work is devoted to the existence of positive, vanishing nontrivial solutions for singular
boundary value problems on the half-line. The nonlinearity, which encompasses some …

This work is devoted to the existence of positive nontrivial solutions for a second-order
nonlinear boundary value problem posed on the positive half-line. The problem stems from …

This paper is concerned with a second-order nonlinear boundary value problem with a
derivative depending nonlinearity and posed on the positive half-line. The derivative …

Let E be a real Banach space, K be a cone in E and L be a linear positive and compact self
mapping defined on E. The operator L is said to be a Krein-Rutman operaor if it has a …

This work is concerned with the existence of unbounded positive solutions for a second-
order nonlinear three-point boundary value problem on the positive half-line. The interesting …