Perturbed Differential Equations with Singular Points

Author:

Alymkulov Keldibay,Tursunov Dilmurat Adbillajanovich

Publisher

InTech

Reference82 articles.

1. Duboshin, G.N. Celestial Mechanics: Analytical and Qualitative Methods. Moscow, Nauka. 1964. [In Russian].

2. Alymkulov, K. To the theory relaxation oscillation solution of Van der Pole equation. Izvestia AN KyrgSSR. 1985. No. 2, pp. 14-17. [In Russian]

3. Alymkulov, K. Perturbed differential equations with singularly points and same bifurcations problems. Ilim, Bishkek, 1992. 138 p. [In Russian]

4. Alymkulov, K., Zulpukarov, A.Z. Uniformly asymptotic of the solution of the boundary value problem for singularly perturbed equation of the second order with weakly singularity. DAN Russian. 2004, Vol. 398, No. 5. pp. 1-4. [In Russian]

5. Alymkulov, K., Asylbekov, T. Generalization of the boundary Leary function for construction of asymptotic solution singularly perturbed equation with turning point. Vestnik KNU. Bishkek. 2011. pp. 43-45. [In Russian]

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