Asymptotics of Oscillating Solutions to Equations with Power Nonlinearities

Author:

Astashova I. V.

Publisher

Springer Science and Business Media LLC

Subject

Applied Mathematics,General Mathematics,Statistics and Probability

Reference11 articles.

1. I. V. Astashova, “On the asymptotic behavior of sign-alternating solutions to some nonlinear third- and fourth-order differential equations,” in: Proc. I. N. Vekua Seminar [in Russian], 3, No. 3, Tbilisi (1988), pp. 9–12.

2. I. V. Astashova, “Qualitative properties of solutions to quasilinear ordinary differential equations,” in: Qualitative Properties of Solutions to Differential Equations and Related Topics of Spectral Analysis (I. V. Astashova, ed.) [in Russian], Moscow (2012), pp. 22–288.

3. I. V. Astashova, “On positive solutions with nonpower asymptotics and quasiperiodic solutions of higher-order Emden–Fowler-type equations,” Probl. Mat. Anal., 79, 17–31 (2015).

4. I. V. Astashova, “On the existence of positive solutions with a nonpower asymptotics of an equation of the Emden–Fowler-type of 13th and 14th order,” Differ. Equ., 49, No. 6, 775–777 (2013).

5. I. V. Astashova, “On power and nonpower asymptotic behavior of positive solutions to Emden–Fowler-type higher-order equations,” Adv. Differ. Equ., 220 (2013), DOI: https://doi.org/10.1186/10.1186/1687-1847-2013-220 .

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