On the properties of the fundamental dispersions of the equation
On the relation between boundedness and oscillation of solutions of many-dimensional differential systems with deviating arguments
On the solution of certain non-linear differential equations of the third order
On the Solutions of (ry')' + qy = f.
On the stability of second order differential equations
On the stationary solutions of Burgers' equation
On the structure of oscillatory solutions of a third order differential equation
The aim of the paper is to study the structure of oscillatory solutions of a nonlinear third order differential equation .
On the structure of second-order linear differential equations with given characteristic multipliers in the generalized Floquet theory
On the structure of second-order periodic differential equations with given characteristic multipliers
On the structure of solutions of a system of three differential inequalities
The aim of this paper is to study the global structure of solutions of three differential inequalities with respect to their zeros. New information for the differential equation of the third order with quasiderivatives is obtained, too.
On the three-point boundary-value problem for a non-linear third order ordinary differential equation
On the zeros of a function related to Bessel functions
On The Zeros Of Oscillatory Solutions Of Linear Second-Order Differential Equations
On the zeros of solutions of nonhomogeneous third order differential equations
On transformations of self-adjoint linear differential systems and their reciprocals
On transformations of singular quadratic functionals corresponding to equation
On unbounded nonoscillatory solutions of systems of neutral differential equations
On unstable neutral differential equations of the second order
The aim of this paper is to present sufficient conditions for all bounded solutions of the second order neutral differential equation to be oscillatory and to improve some existing results. The main results are based on the comparison principles.
On zeros of solutions of the differential equation
On zeros of solutions of the differential equation