In this paper, the authors initiate the study of oscillation theory for integro-dynamic equations on time-scales. They present some new sufficient conditions guaranteeing that the oscillatory character of the forcing term is inherited by the solutions
WOS: 000406322800006In this paper, we study oscillatory behavior of second-order dynamic equations w...
In this paper, by introducing a nonnegative kernel function H(t, s), some os-cillation criteria for ...
In this paper, we study oscillatory behavior of second-order dynamic equations with damping under so...
By making use of asymptotic properties of nonoscillatory solutions, the oscillation behavior of solu...
In this article, we study the asymptotic behavior of non-oscillatory solutions of second-order inte...
In this paper, we discuss the oscillatory behavior of a certain nonlinear perturbed dynamic equation...
In this paper, we discuss the oscillatory behavior of a certain nonlinear perturbed dynamic equation...
Abstract. Results developed for the EulerCauchy dynamic equation are extended to a more general clas...
In this article, we study the oscillation of second order impulsive dynamic equations on time scale...
Tyt. z nagłówka.Bibliogr. s. 13.In this paper, we establish some new criteria on the asymptotic beha...
Oscillation criteria for impulsive dynamic equations on time scales are obtained via impulsive ineq...
In past years mathematical models of natural occurrences were either entirely continuous or discrete...
In past years mathematical models of natural occurrences were either entirely continuous or discrete...
In past years mathematical models of natural occurrences were either entirely continuous or discrete...
Abstract. First we are concerned with properties of an exponential function for a dynamic equation o...
WOS: 000406322800006In this paper, we study oscillatory behavior of second-order dynamic equations w...
In this paper, by introducing a nonnegative kernel function H(t, s), some os-cillation criteria for ...
In this paper, we study oscillatory behavior of second-order dynamic equations with damping under so...
By making use of asymptotic properties of nonoscillatory solutions, the oscillation behavior of solu...
In this article, we study the asymptotic behavior of non-oscillatory solutions of second-order inte...
In this paper, we discuss the oscillatory behavior of a certain nonlinear perturbed dynamic equation...
In this paper, we discuss the oscillatory behavior of a certain nonlinear perturbed dynamic equation...
Abstract. Results developed for the EulerCauchy dynamic equation are extended to a more general clas...
In this article, we study the oscillation of second order impulsive dynamic equations on time scale...
Tyt. z nagłówka.Bibliogr. s. 13.In this paper, we establish some new criteria on the asymptotic beha...
Oscillation criteria for impulsive dynamic equations on time scales are obtained via impulsive ineq...
In past years mathematical models of natural occurrences were either entirely continuous or discrete...
In past years mathematical models of natural occurrences were either entirely continuous or discrete...
In past years mathematical models of natural occurrences were either entirely continuous or discrete...
Abstract. First we are concerned with properties of an exponential function for a dynamic equation o...
WOS: 000406322800006In this paper, we study oscillatory behavior of second-order dynamic equations w...
In this paper, by introducing a nonnegative kernel function H(t, s), some os-cillation criteria for ...
In this paper, we study oscillatory behavior of second-order dynamic equations with damping under so...
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