In this paper, we consider the delay dynamic equation x(t) + p(t)x τ (t) = 0 for t ∈ [t0,∞)T. (∗) Based on Lyapunov’s method, we study global attractivity of the trivial solution of (∗). Our new result generalizes some well-known results in the theory of difference and differential equations to dynamic equations of the form (∗). We also present some examples on nonstandard time scales to illustrate the importance of the new result.
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