Beisenbaeva Kulnyar
Associate Professor of the Higher Attestation Commission, Candidate of Physical and Mathematical Sciences
Email: k.beisenbayeva@alt.edu.kz
Professional biography
1979-1980. Lecturer of the Department of Algebra and Geometry. Dzhezkazgan Pedagogical Institute.
1980-1981 teacher of mathematics, at secondary school №108, Almaty.
1981-2019 Senior Lecturer, Associate Professor, Deputy Director of KazATC named after M. Tynyshpayev.
2019-2020. Associate Professor of the Caspian University.
2021 – present, Academy of Logistics and Transport, Assistant Professor.
Education
1974-1979. Kazakh State University named after S.M. Kirov with qualifications – mathematician, teacher of mathematics;
1996 – defended her thesis with the award of the scientific degree of candidate of physical and mathematical sciences;
2003 – awarded the title of Associate Professor in the specialty – mathematics
Participation in scientific projects
Development of a method for applied identification of industrial facilities based on their overclocking characteristics.
Publications
1.U.K. Koilyshov, M.A. Sadybekov, K.A. Beisenbayeva. Solution of nonlocal boundary value problems for the heat equation with discontinuous coefficients, in the case of two discontinuity points. Bulletin of the Karaganda University. Mathematics Series, No. 1(117), 2025, pp. 81–91 https://doi.org/10.31489/2025M1/81-91
2.U.Koilyshov, M.Sadybekov, К. Beisenbayeva. Solution to initial-boundary value problem for the heat conductivity equation with a discontinuous coefficient and general conjugation conditions. // International Journal of Mathematics and Mathematical Sciences. (2025-04-17) doi: https://doi.org/10.1155/ijmm/2756189
3.U.K.Koilyshov, K.A. Beisenbayeva. Solution of multilayer problems for the heat equation by the Fourier method. Modern methods of mathematical physics and their applications. Republican scientific conference. Tashkent, 22-24 april, 2025, pp.141-143.
4.U.Koilyshov, M.Sadybekov, К. Beisenbayeva. Two-phase heat conduction problems
with Sturm-type boundary conditions and with a fractional time derivative. 15th “International Society for Analysis, its Applications and Computation” (ISAAC Congress 2025), July 21-25, Astana, Kazaknstan.
5.U.Koilyshov, M.Sadybekov, К. Beisenbayeva. Solution to initial-boundary value problem for heat equation with a discontinuous coefficient and general conjugation condition.
51 th International Conference Applications in Engeneering and Economics, 7-13 June 2025, Sozopol, Bulgaria
