Oscillatory and Nonoscillatory Solutions for First Order Impulsive Dynamic Inclusions on Time Scales

Abstract

(3) y(t0) = y0 , where T is time scale which is assumed to be unbounded from above, F : JT ×R → CK(R), is a multivalued map, CK(R) denotes the set of nonempty, closed, and convex subsets of R, Ik ∈ C(R,R), y0 ∈ R, tk ∈ T, 0 = t0 < t1 < · · · < tm < tm+1 < . . . ↑ ∞, y(t + k ) = lim h→0+ y(tk + h) and y(t − k ) = lim h→0+ y(tk − h) represent the right and… (More)

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Cite this paper

@inproceedings{Benchohra2007OscillatoryAN, title={Oscillatory and Nonoscillatory Solutions for First Order Impulsive Dynamic Inclusions on Time Scales}, author={Mouffak Benchohra and Samira Hamani and Johnny Henderson}, year={2007} }