... A literary executor messes with the literary legacy of the author whose works he was
meant to protect with unintended consequences. 3 The task of resurrecting a manuscript …

One of the masters in the differential equations community, the late FV Atkinson contributed
seminal research to multiparameter spectral theory and Sturm-Liouville theory for more than …

In this paper, we construct numerical schemes based on the Lagrange polynomial
interpolation to solve Fractional Sturm–Liouville problems (FSLPs) in which the fractional …

This paper deals with the boundary value problem involving the differential equation ℓy:=−
y′′+ qy= λy subject to the eigenparameter dependent boundary conditions along with the …

In this paper, we are going to investigate the canonical property of solutions of systems of
differential equations having a singularity and turning point of even order. First, by a …

We consider the differential equation on a finite interval I, say I=[0, 1], where I contains m
turning points, that is here, zeros of ϕ, under the assumption that one of the turning points is …

This paper deals with the boundary value problem involving the differential equation ell y:=-
y''+ qy= lambda y, subject to the eigenparameter dependent boundary conditions along with …

In this paper, the eigenvalues and corresponding eigenfunctions of a fractional order Sturm-
Liouville problem (FSLP) are approximated by using the fractional differential transform …

In this paper we consider a linear second-order equation of Sturm–Liouville type: with
Dirichlet boundary conditions y (− 1)= y (1)= 0, where q is a positive sufficiently smooth …

A new numerical scheme based on Genocchi polynomials is constructed to solve fractional
Sturm–Liouville problems of order two in which the fractional derivative is considered in the …