On Asymptotic Behavior of the First Derivatives of Bounded Solutions to Second-Order Differential Equations with General Power-Law Nonlinearity

Author:

Korchemkina Tatiana

Publisher

Springer Nature Singapore

Reference9 articles.

1. Evtukhov, V.M.: On asymptotic behavior of monotonous solutions to nonlinear differential equations. Differ. Equ. 28(6), 1076–1078 (1992)

2. Astashova, I.V.: Qualitative properties of solutions to quasilinear ordinary differential equations. In: Astashova, I.V. (ed.) Qualitative Properties of Solutions to Differential Equations and Related Topics of Spectral Analysis, scientific, pp. 22–290. UNITY-DANA Publ, Moscow (2012) [in Russian]

3. Astashova, I.V.: On asymptotic classification of solutions to fourth-order differential equations with singular power nonlinearity. Math. Model. Anal. 21(4), 502–521 (2016)

4. Astashova, I.V.: Asymptotic behavior of singular solutions of Emden-Fowler type equations. Differ. Equ. 55(5), 581–590 (2019)

5. Astashova, I.V.: On asymptotic classification of solutions to nonlinear regular and singular third- and fourth-order differential equations with power nonlinearity. In: Differential and Difference Equations with Applications, vol. 164 of Springer Proceedings in Mathematics & Statistics, pp. 191–204. Springer International Publishing (2016)

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