Add to ORKGIn this article, we investigate oscillation and asymptotic properties for 3D systems of dynamic equations. We show the role of nonlinearities and we apply our results to the adjoint dynamic systems
WOS: 000447946800037In this article, we investigate the oscillatory behavior of a three-dimensional ...
AbstractWe obtain some oscillation criteria for solutions to the nonlinear dynamic equation xΔΔ+q(t)...
During the past years, there has been an increasing interest in studying oscillation and nonoscillat...
Nonoscillation theory with asymptotic behaviors takes a significant role for the theory of three-dim...
In this paper, we investigate oscillation and asymptotic properties for three-dimensional systems of...
summary:In this paper the three-dimensional nonlinear difference system $$ \begin{aligned} \Delta x_...
In this article, we classify nonoscillatory solutions of a system of three-dimensional time scale sy...
AbstractIn this paper, we will establish some sufficient conditions which guarantee that every solut...
AbstractIn this paper, we will study asymptotic behavior of solutions to third-order nonlinear dynam...
In this paper, we consider oscillation criteria for certain third-order delay and advanced dynamic e...
AbstractWe establish some oscillation criteria for the two-dimensional dynamic system {xΔ(t)=b(t)g[y...
This paper aims to improve Hille oscillation criteria for the third-order functional dynamic equatio...
During the past years, there has been an increasing interest in studying oscillation and nonoscillat...
We discuss a third-order differential equation, involving a general form of nonlinearity. We obtain ...
In this paper, we focus on nonoscillatory solutions of two (2D) and three (3D) dimensional time scal...
WOS: 000447946800037In this article, we investigate the oscillatory behavior of a three-dimensional ...
AbstractWe obtain some oscillation criteria for solutions to the nonlinear dynamic equation xΔΔ+q(t)...
During the past years, there has been an increasing interest in studying oscillation and nonoscillat...
Nonoscillation theory with asymptotic behaviors takes a significant role for the theory of three-dim...
In this paper, we investigate oscillation and asymptotic properties for three-dimensional systems of...
summary:In this paper the three-dimensional nonlinear difference system $$ \begin{aligned} \Delta x_...
In this article, we classify nonoscillatory solutions of a system of three-dimensional time scale sy...
AbstractIn this paper, we will establish some sufficient conditions which guarantee that every solut...
AbstractIn this paper, we will study asymptotic behavior of solutions to third-order nonlinear dynam...
In this paper, we consider oscillation criteria for certain third-order delay and advanced dynamic e...
AbstractWe establish some oscillation criteria for the two-dimensional dynamic system {xΔ(t)=b(t)g[y...
This paper aims to improve Hille oscillation criteria for the third-order functional dynamic equatio...
During the past years, there has been an increasing interest in studying oscillation and nonoscillat...
We discuss a third-order differential equation, involving a general form of nonlinearity. We obtain ...
In this paper, we focus on nonoscillatory solutions of two (2D) and three (3D) dimensional time scal...
WOS: 000447946800037In this article, we investigate the oscillatory behavior of a three-dimensional ...
AbstractWe obtain some oscillation criteria for solutions to the nonlinear dynamic equation xΔΔ+q(t)...
During the past years, there has been an increasing interest in studying oscillation and nonoscillat...