In this article, we present some results about the Sturm–Liouville equation with turning points and singularities and transform them to each other. By applying a change of a variable, we can transform the differential equation with a turning point to the differential equation with a singularity. Also we will prove that a differential equation with a singularity will be transformed to a differential equation with a turning point in some cases
© Vilnius University, 2017.Based on the relation between Leray–Schauder degree and a pair of strict ...
AbstractThis paper is the second one in a series of three articles dealing with applications of the ...
AbstractThe local theory of singular points is extended to a large class of linear, second-order, or...
In this paper, we study the properties of solutions of systems of differential equations having sing...
We consider the differential systems dy dt = iρ 1 R1(t) x, dx dt = iρR2(t) y (∗) on a finite interva...
This is an inaugural study of the Dirichlet problem associated with a regular non-definite Sturm-Lio...
The Sturm-Liouville problems introduced by Jacques Charles Francois Sturm and Joseph Liouville in th...
summary:The paper contains applications of Schrőder’s equation to differential equations with a devi...
A system of ordinary differential equations whose right-hand side has no limit at some singular poin...
The article considers the singular system points' classification of first-order differential e...
AbstractIt is shown that subtle problem differences can lead to drastic solution differences in sing...
The article considers the singular system points’ classification of first-order differential e...
It is the purpose of this paper to demonstrate the relationship between the envelopes of curves and ...
singular points We take up in this chapter a classical subject in the theory of linear differ-ential...
AbstractThe Lagrange Manifold (WKB) formalism enables the determination of the asymptotic series sol...
© Vilnius University, 2017.Based on the relation between Leray–Schauder degree and a pair of strict ...
AbstractThis paper is the second one in a series of three articles dealing with applications of the ...
AbstractThe local theory of singular points is extended to a large class of linear, second-order, or...
In this paper, we study the properties of solutions of systems of differential equations having sing...
We consider the differential systems dy dt = iρ 1 R1(t) x, dx dt = iρR2(t) y (∗) on a finite interva...
This is an inaugural study of the Dirichlet problem associated with a regular non-definite Sturm-Lio...
The Sturm-Liouville problems introduced by Jacques Charles Francois Sturm and Joseph Liouville in th...
summary:The paper contains applications of Schrőder’s equation to differential equations with a devi...
A system of ordinary differential equations whose right-hand side has no limit at some singular poin...
The article considers the singular system points' classification of first-order differential e...
AbstractIt is shown that subtle problem differences can lead to drastic solution differences in sing...
The article considers the singular system points’ classification of first-order differential e...
It is the purpose of this paper to demonstrate the relationship between the envelopes of curves and ...
singular points We take up in this chapter a classical subject in the theory of linear differ-ential...
AbstractThe Lagrange Manifold (WKB) formalism enables the determination of the asymptotic series sol...
© Vilnius University, 2017.Based on the relation between Leray–Schauder degree and a pair of strict ...
AbstractThis paper is the second one in a series of three articles dealing with applications of the ...
AbstractThe local theory of singular points is extended to a large class of linear, second-order, or...