AbstractThe Bohl transformation has been a useful method for studying the oscillation of scalar self-adjoint linear differential equations. In this paper we define and develop a corresponding transformation which is applicable to self-adjoint linear differential systems, and use it to establish criteria for oscillation of these systems. In the process of this development we establish criteria for the global existence of solutions of several nonlinear systems of differential equations
Abstract Very few of the ordinary second-order linear homogeneous (OSLH) differential equations are ...
Abstract. Oscillation criteria are given for the second order sublinear non-autonomous differential ...
A global framework for treating nonlinear differential dynamical systems is presented. It rests on t...
AbstractThe Bohl transformation has been a useful method for studying the oscillation of scalar self...
Abstract. By employing the matrix Riccati technique and the integral av-eraging technique, new oscil...
In this thesis the following contributions are made to the general theory of boundary value problems...
summary:A survey of investigations of linear differential equations from the point of view of transf...
. A survey of investigations of linear differential equations from the point of view of transformati...
AbstractIn this paper, sufficient conditions have been obtained for the oscillation of a class of li...
Abstract. This article is a review article on the use of Prüfer Transformations techniques in provi...
This dissertation is both a literature survey and a presentation of new and independent results. The...
AbstractUsing a linear transformation similar to the Kummer transformation, some new oscillation cri...
We will construct new nonlinear dynamical systems from linear differential equations of second order...
Linear second-order ordinary differential equations arise from Newton's second law combined with Hoo...
Transformations of linear differential equations of second order and adjoined nonlinear equation
Abstract Very few of the ordinary second-order linear homogeneous (OSLH) differential equations are ...
Abstract. Oscillation criteria are given for the second order sublinear non-autonomous differential ...
A global framework for treating nonlinear differential dynamical systems is presented. It rests on t...
AbstractThe Bohl transformation has been a useful method for studying the oscillation of scalar self...
Abstract. By employing the matrix Riccati technique and the integral av-eraging technique, new oscil...
In this thesis the following contributions are made to the general theory of boundary value problems...
summary:A survey of investigations of linear differential equations from the point of view of transf...
. A survey of investigations of linear differential equations from the point of view of transformati...
AbstractIn this paper, sufficient conditions have been obtained for the oscillation of a class of li...
Abstract. This article is a review article on the use of Prüfer Transformations techniques in provi...
This dissertation is both a literature survey and a presentation of new and independent results. The...
AbstractUsing a linear transformation similar to the Kummer transformation, some new oscillation cri...
We will construct new nonlinear dynamical systems from linear differential equations of second order...
Linear second-order ordinary differential equations arise from Newton's second law combined with Hoo...
Transformations of linear differential equations of second order and adjoined nonlinear equation
Abstract Very few of the ordinary second-order linear homogeneous (OSLH) differential equations are ...
Abstract. Oscillation criteria are given for the second order sublinear non-autonomous differential ...
A global framework for treating nonlinear differential dynamical systems is presented. It rests on t...