| [1] | The small parameter method and justification of Lighthill method //Izvestia Acad. Sci. Kyrguyz SSR, 1979,6, p.8-11( in. Russian) Math rev.-1981 d. |
| [2] | The method of uniformization and justification of Lighthill method// Izvestia Acad. Sci. Kyrguyz SSR, 1981,1, 35-38 (in. Russian) |
| [3] | Periodic solution of a system obtained by a singular perturbation of a conservative system//Soviet Math.Dokl., 1988, V.33, No.1, P.215-220. |
| [4] | Generation of a periodic solution from a loop of a saddle-point separatrix in singularly perturbed systems// Soviet Math.Dokl., 1988, v36, No.1, P.142-146. |
| [5] | Perturbed differential equations with singular poins and some problems of bifurcation tasks. Bishkek.: Ilim. 1992.139p (in. Russian). |
| [6] | Solution of the model Lagerstrom problem// Matematical Notes, V.56, No.3-4.1994. |
| [7] | Generation of periodical solution from a loop of a saddle-point separatrix a Hamiltonian system at the perturbation // Procedings of the conference AMC 95 (Thailand), 1995.. |
| [8] | Problem of teaching Mathematics // International Conference on the teaching of Mathematics / Univercity of the Acgean, Samos, Greece, 1998, c. 24-26. |
| [9] | Method of Structure Matching for the Solution to the Lighthill Model Equation with Regular Singular Point // Doklady Mathematical Sciences (translation) V.5 , 2, 2004 |
| [10] | A Uniform Asymptotic of a Solution to the Boundary Value Problem for a Singularly Perturbed Second-Order Equation with a Weak Singularity // Doklady Mathematical Sciences (translation) V.5, N.2, 2004. |
| [11] | Extension of boundary layer function method for singulary perturbed differential equation of Prandtle – Tichonov //Reports of 3-congress of the world math. Soc. of Turkic countries, June 30-July 4, Almaty, V.1, 256-259, 2009. |
| [12] | Method of boundary layer function for the Lighthill model equation (in Mathemat.Notes (Russian, in Print). |