On slow oscillation and nonoscillation in retarded equations.
On Slowly Varying Solutions Of The Linear Second Order Differential Equation
On Solutions of a Differential Equation which are not of Integrable Square.
On solutions of differential equations tending to zero.
On solutions of the Lagerstrom equation
On solutions of the vector functional equation y(...(x)) = f(x) * A * y(x).
On some boundary value problems for second order nonlinear differential equations
We investigate two boundary value problems for the second order differential equation with -Laplacian where , are continuous positive functions on . We give necessary and sufficient conditions which guarantee the existence of a unique (or at least one) positive solution, satisfying one of the following two boundary conditions:
On some classes of almost periodic functions in abstract spaces.
On some continuities of phases theory and WKB method for linear differential equation of the second order
On some possible extensions of Massera's theorem.
On some problems in the oscillation theory of self-adjoint linear differential equations
On some properties of functions relative to the classes of certain factor spaces
On some properties of solutions of the disconjugate equation with an almost periodic coefficient
On some properties of solutions of the second order linear differential equations with periodic coefficients having a common oneparametric continuous group of dispersions
On some properties of the solution of the differential equation
In the paper it is shown that each solution ot the initial value problem (2), (3) has a finite limit for , and an asymptotic formula for the nontrivial solution tending to 0 is given. Further, the existence of such a solutions is established by examining the number of zeros of two different solutions , .
On some properties of the solutions of the third order nonlinear differential equations with delay
On some properties of third-order linear differential equation
On some properties of trigonometric matrices
On some topological methods in theory of neutral type operator differential inclusions with applications to control systems
We consider a neutral type operator differential inclusion and apply the topological degree theory for condensing multivalued maps to justify the question of existence of its periodic solution. By using the averaging method, we apply the abstract result to an inclusion with a small parameter. As example, we consider a delay control system with the distributed control.
On splitting solutions of a certain -th order differential equation