Oscillation Criteria for Second-Order Forced Dynamic Equations with Mixed Nonlinearities

@inproceedings{Agarwal2009OscillationCF,
  title={Oscillation Criteria for Second-Order Forced Dynamic Equations with Mixed Nonlinearities},
  author={Ravi P. Agarwal and Agacik Zafer},
  year={2009}
}
f t, x q t Φα x ∑n i 1qi t Φβi x , Φ∗ u |u|∗−1u, where t0,∞ T is a time scale interval with t0 ∈ T, the functions r, q, qi, e : t0,∞ T → R are right-dense continuouswith r > 0, σ is the forward jump operator, x t : x σ t , and β1 > · · · > βm > α > βm 1 > · · · βn > 0. All results obtained are new even for T R and T Z. In the special case when T R and α 1 our theorems reduce to Y. G. Sun and J. S. W. Wong, Journal of Mathematical Analysis and Applications. 337 2007 , 549–560 . Therefore, our… CONTINUE READING

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