On oscillatory property of bounded solutions of functional differential equations

Chen, Lu-San

Atti della Accademia Nazionale dei Lincei. Classe di Scienze Fisiche, Matematiche e Naturali. Rendiconti, Tome 66 (1979), p. 351-356 / Harvested from Biblioteca Digitale Italiana di Matematica

Résumé

L'A. considera l'equazione $$[r(t) x^{(n-m)}]^{(m)} + a(t) h(x(t)) p(x'(t)) + b(t) f(x[g_{1}(t)], \cdots, x[g_{l}(t)]) = c(t)$$ e studia il comportamento oscillatorio delle soluzioni limitate.

Détail

Publié le : 1979-05-01

Zbl 0481.34038

Bibliographie

[1] Chen, Lu-San (1977) Some oscillation theorem for differential equations with functional arguments, «J. Math. Anal. Appl.», 58, 83-87. | Zbl 0385.34038

[2] Kusano, T. and Onose, H. (1974) - An oscillation theorem for differential equations with deviating arguments, «Proc. Japan Acad.», 50, 809-811. | MR 433007 | Zbl 0346.34053

[3] Staikos, V.A. and Sficas, Y.G. (1975) - Forced oscillation for differential equations of arbitrary order, «J. Differential equations», 17, 1-11. | MR 380057 | Zbl 0325.34082

[4] Staikos, V.A. and Sficas, Y.G. (1975) - Oscillatory and asymptotic characterization of the solutions of differential equations with deviating arguments, «J. London Math. Soc.», 10, 39-47. | MR 355270 | Zbl 0303.34059

[5] Staikos, V.A. and Sficas, Y.G. (1975) - On the oscillation of bounded solutions of forced differential equations with deviating arguments, «Rend. Accad. Naz. Lincei», 58, 318-322. | MR 372372 | Zbl 0352.34056