Abstract
This paper concerns the oscillation of solutions of the second order nonlinear dynamic equation with p-Laplacian and damping (r(t)φα(x△(t)))△ +p(t)φα(x△σ(t)) +q(t)f(xσ(t)) =0 on a time scale ⊤ which is unbounded above. Sign changes are allowed for the coefficient functions r, p and q. Several examples are given to illustrate the main results.
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