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Tamara Kuz’minichna Shemyakina (A tribute in honor of her seventieth birthday)

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List of T.K. Shemyakina’s Scientific Papers

  1. Solution of an Infinite Boundary Value Problem for a Third-Order Equation (together with Yablonskii, A.I.), Differ. Uravn., 1965, vol. 1, no. 3, pp. 327–329.

  2. On a Boundary Value Problem on an Half-Infinite Interval (together with Yablonskii, A.I.), Differ. Uravn., 1972, vol. 8, no. 12, pp. 2180–2186.

  3. Behavior of Solutions of a Class of Third-Order Differential Equations (together with Yablonskii, A. I.), in Tez. dokl. III Vsesoyuz. konf. po kachestvennoi teorii differentsial’nykh uravnenii (Abstr. III All-Union Conf. on Qual. Th. of Diff. Eqs.), Samarkand, 1973, pp. 114–115.

  4. On Movable Singular Points of a Third-Order Differential Equation, Tez. dokl. IV Resp. konf. mat. Belorussii (Abstr. IV Republ. Conf. Math. Belarus), Minsk, 1975, part 2, p. 36.

  5. Analytic Properties of Solutions of a Class of Third-Order Differential Equations, Differ. Uravn., 1975, vol. 11, no. 6, pp. 1144–1146.

  6. Representation of Solutions of a Class of Third-Order Differential Equations, Differ. Uravn., 1976, vol. 12, no. 9, pp. 1719–1722.

  7. Analytic and Qualitative Investigation of the Behavior of Solutions of a Class of Third-Order Nonlinear Equations, Cand. Sci. (Phys.-Math.) Dissertation, Minsk, 1978.

  8. Representation of Solutions of a Nonlinear Third-Order Equation in the Nonautonomous Case, Tez. dokl. V Vsesoyuz. konf. po kachestvennoi teorii differentsial’nykh uravnenii (Abstr. V All-Union Conf. on Qual. Th. Diff. Eqs.), Chisinau, 1979, pp. 190–191.

  9. On Solutions of Systems of TwoBriot-Bouquet Equations in the Case of Zero Roots of the Characteristic Equation (together with Yablonskii, A.I.), Tez. dokl. V Resp. konf. mat. Belorussii (Abstr. V Republ. Conf. Math. Belarus), Grodno, 1980, part 2, p. 76.

  10. Construction of Solutions of a Nonlinear Third-Order Equation with Given Properties at Infinity, Differ. Uravn., 1981, vol. 17, no. 6, pp. 1041–1049.

  11. On the Absence of Nonholomorphic Solutions in a Neighborhood of a Movable Singular Point for Some Classes of Systems of Two Equations (together with Yablonskii, A.I.), Differ. Uravn., 1981, vol. 17, no. 9, pp. 1713–1716.

  12. Investigation of Solutions of Systems of Two Briot-Bouquet Equations for the Case in Which the Characteristic Equation Has Zero Roots (together with Yablonskii, A.I.), Differ. Uravn., 1982, vol. 18, no. 5, pp. 911–912.

  13. Differential Models of Some Economical Problems (together with Korzyuk, A.F. and Myzgaeva, S.A.), Preprint ICS MF of Belarus, Minsk, 1989.

  14. On the Stability of Stationary Solutions of a Class of Nonlinear Third-Order Equations (together with Yablonskii, A.I.), Tez. dokl. resp. nauchn. konf. “Mat. modelirovanie i vychislitel’naya matematika” (Abstr. Resp. Sci. Conf. “Math. Modelling and Comput. Math.”), Grodno, 1990, p. 130.

  15. Methodological Recommendations for the Topic “Functions of Many Variables and the Least-Squares Method Using These” (together with Korzyuk, A.F. and Myzgaeva, S.A.), Preprint BGINKh, Minsk, 1991.

  16. Control for Students’ Job on Some Divisions of Higher Mathematics (together with Gaishun, L.N.), Tez. dokl. IV resp. nauchn.-praktich. konf. “Upravlenie v sotsial’nykh i ekonomicheskikh sistemakh” (Abstr. IV Respub. Sci.-Pract. Conf. “Control in Social and Economical Systems”), Minsk, 2001, vol. 1, p. 18.

  17. On the Exposition of Foundations of Differential Calculus in Economical Institutes (together with Gaishun, L.N.), Tez. dokl. VI resp. nauchn.-praktich. konf. “Upravlenie v sotsial’nykh i ekonomicheskikh sistemakh” (Abstr. VI Respub. Sci.-Pract. Conf. “Control in Social and Economical Systems”), Minsk, 2002, pp. 24–25.

  18. Elements of Linear Algebra in Mathematical Models of Economics (together with Gaishun, L.N. and Myzgaeva, S.A.), Tez. dokl. VII resp. nauchn.-praktich. konf. “Upravlenie v sotsial’nykh i ekonomicheskikh sistemakh” (Abstr. VI Respub. Sci.-Pract. Conf. “Control in Social and Economical Systems”), Minsk, 2002, vol. 2, pp. 153–154.

  19. A Remark on the Existence of Solutions of a Differential Equation in the Form of a Dirichlet Series, Tez. dokl. VIII resp. nauchn.-praktich. konf. “Upravlenie v sotsial’nykh i ekonomicheskikh sistemakh” (Abstr. VI Respub. Sci.-Pract. Conf. “Control in Social and Economical Systems”), Minsk, 2002, p. 151.

  20. On the Independent Work of First-Year Students (together with Gaishun, L.N.), Tez. dokl. XIV nauchn. konf. “Voronezhskie chteniya” (Abstr. XIV Sci. Conf. “Voronezh Readings”), Voronezh, 2003, pp. 38–39.

  21. Rukovodstvo k resheniyu zadach po vysshei matematike (Direction to Solution of Problems in Higher Mathematics) (together with Gaishun, L.N., Korzyuk, A.F., Matskevich, I.P., and Myzgaeva, S.A.), Minsk, 2002.

  22. Metod Gaussa i nekotorye ego prilozheniya (The Gauss Method and Some of Its Applications) (together with Myzgaeva, S.A.), Minsk, 2002.

  23. Vysshaya matematika. Vvedenie v matematicheskii analiz. Differentsial’nye uravneniya. Ryady (Higher Mathematics. Introduction to Mathematical Analysis. Differential Equations. Series) (together with Myzgaeva, S.A.), Minsk, 2004.

  24. Vysshaya matematika. Integral’noe ischislenie. Differentsial’nye uravneniya. Ryady (Higher Mathematics. Integral Calclus. Differential Equations. Series) (together with Myzgaeva, S.A. and Petrov, V.A.), Minsk, 2005.

  25. On the Existence of Solutions of a Third-Order Equation, Whose Derivatives Vanish at Infinity, Tez. dokl. XV resp. nauchn.-praktich. konf. “Upravlenie v sotsial’nykh i ekonomicheskikh sistemakh” (Abstr. XV Respub. Sci.-Pract. Conf. “Control in Social and Economical Systems”), Minsk, 2006, pp. 238–239.

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  1. S. V. Emel’yanov
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  2. I. V. Gaishun
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  3. V. A. Il’in
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  4. N. A. Izobov
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  14. V. A. Sadovnichii
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Original Russian Text © the Editorial Board, 2007, published in Differentsial’nye Uravneniya, 2007, Vol. 43, No. 2, pp. 151–153.

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Emel’yanov, S.V., Gaishun, I.V., Il’in, V.A. et al. Tamara Kuz’minichna Shemyakina (A tribute in honor of her seventieth birthday). Diff Equat 43, 154–156 (2007). https://doi.org/10.1134/S0012266107020024

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