AbstractEventual disconjugacy of the time scale differential equation yΔΔ(t)+p1(t)yΔ(t)+p2(t)y(t)=0 is established. These nonoscillation th1eorems are achieved by imposing integrability conditions on p1, p2
AbstractWe obtain several comparison theorems for second order linear dynamic equations on a time sc...
A time scale, T, is a nonempty, closed subset of the real numbers, R. Several methods of solution ex...
AbstractIn this note, we give an interesting representation of the matrix solution of the initial pr...
AbstractEventual disconjugacy of the time scale differential equation yΔΔ(t)+p1(t)yΔ(t)+p2(t)y(t)=0 ...
AbstractIn this paper a sufficient condition for disconjugacy of second order Δ-differential equatio...
In this chapter, we introduce the study of disconjugacy of nth order dynamic equations on time scale...
WOS: 000175021700015In this paper a sufficient condition for disconjugacy of second order Delta-diff...
On the specific time scale—given as integer multiples of a fixed, positive real number h—and under c...
AbstractThis paper continues the development of disconjugacy of higher order dynamic equations on ti...
This paper introduces generalized zeros and hence disconjugacy of nth order linear dynamic equations...
Abstract. This is an introductory article about the dynamic equations on time scales. The foundation...
AbstractWe present a new proof of the Liouville formula for a d-dimensional linear dynamic system xΔ...
AbstractWe show that for any variational symmetry of the problem of the calculus of variations on ti...
In this chapter we study a class of second-order integro-dynamic equations on time scales. A new top...
AbstractIn this paper we examine the stability and instability of the equilibrium solution x = 0 to ...
AbstractWe obtain several comparison theorems for second order linear dynamic equations on a time sc...
A time scale, T, is a nonempty, closed subset of the real numbers, R. Several methods of solution ex...
AbstractIn this note, we give an interesting representation of the matrix solution of the initial pr...
AbstractEventual disconjugacy of the time scale differential equation yΔΔ(t)+p1(t)yΔ(t)+p2(t)y(t)=0 ...
AbstractIn this paper a sufficient condition for disconjugacy of second order Δ-differential equatio...
In this chapter, we introduce the study of disconjugacy of nth order dynamic equations on time scale...
WOS: 000175021700015In this paper a sufficient condition for disconjugacy of second order Delta-diff...
On the specific time scale—given as integer multiples of a fixed, positive real number h—and under c...
AbstractThis paper continues the development of disconjugacy of higher order dynamic equations on ti...
This paper introduces generalized zeros and hence disconjugacy of nth order linear dynamic equations...
Abstract. This is an introductory article about the dynamic equations on time scales. The foundation...
AbstractWe present a new proof of the Liouville formula for a d-dimensional linear dynamic system xΔ...
AbstractWe show that for any variational symmetry of the problem of the calculus of variations on ti...
In this chapter we study a class of second-order integro-dynamic equations on time scales. A new top...
AbstractIn this paper we examine the stability and instability of the equilibrium solution x = 0 to ...
AbstractWe obtain several comparison theorems for second order linear dynamic equations on a time sc...
A time scale, T, is a nonempty, closed subset of the real numbers, R. Several methods of solution ex...
AbstractIn this note, we give an interesting representation of the matrix solution of the initial pr...
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