Oscillation of Second-order Neutral Delay and Mixed-type Dynamic Equations on Time

@inproceedings{Sahiner2006OscillationOS,
  title={Oscillation of Second-order Neutral Delay and Mixed-type Dynamic Equations on Time},
  author={Y. Sahiner},
  year={2006}
}
A time scale T is an arbitrary nonempty closed subset of the real numbers. The theory of time scales was introduced by Hilger [6] in his Ph.D. thesis in 1988 in order to unify continuous and discrete analysis. Several authors have expounded on various aspects of this new theory, see [7] and the monographs by Bohner and Peterson [3, 4], and the references cited therein. First, we give a short review of the time scales calculus extracted from [3]. For any t ∈ T, we define the forward and backward… CONTINUE READING
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Oscillation of delay differential equations on time scales

  • B. G. Zhang, X. Deng
  • Mathematical and Computer Modelling
  • 2002

Sharp conditions for the oscillation of delay di ff erence equations

  • Y. G. Sficas
  • Journal of Applied Mathematics and Simulation
  • 1990

Oscillation of discrete analogues of delay equations, Differential and Integral Equations

  • L. H. Erbe, B. G. Zhang
  • 1989

Sficas, Sharp conditions for the oscillation of delay difference equations

  • G. Ladas, Ch. G. Philos, G Y.
  • Journal of Applied Mathematics and Simulation
  • 1989

Ein Maßkettenkalkül mit Anwendung auf Zentrumsmannigfaltigkeiten

  • S. Hilger
  • Ph.D. thesis, Universität Würzburg, Würzburg,
  • 1988
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