Bulletin of the Karaganda university
Mathematics series. №2020-97-1

Download the full version of the Journal DOI 10.31489/2518-7929/2020-97-1


MATHEMATICS

  • Assanova A.T., Imanchiyev A.E., Kadirbayeva Z.M. A nonlocal problem for loaded partial differential equations of fourth order / DOI 10.31489/2020M1/6-16
  • Bekmaganbetov K.A., Kervenev K.Ye., Toleugazy Ye. Order of the trigonometric widths of the Nikol’skii-Besov classes with mixed metric in the metric of anisotropic Lorentz spaces / DOI 10.31489/2020M1/17-26
  • Dzhumabaev D.S., Mynbayeva S.T. One approach to solve a nonlinear boundary value problem for the Fredholm integro-differential equation / DOI 10.31489/2020M1/27-36
  • Ibraev Sh.Sh., Kainbaeva L.S., Menlikhozhayeva S.K. Cohomology of simple modules for algebraic groups / DOI 10.31489/2020M1/37-43
  • Ibrayeva A.A., Ibraev Sh.Sh., Turbayev B.E. Deformations of the three-dimensional Lie algebra / DOI 10.31489/2020M1/44-51
  • Kalimbetov B.T., Etmishev Kh.F. Asymptotic solutions of scalar integro-differential equations with partial derivatives and with rapidly oscillating coefficients / DOI 10.31489/2020M1/52-67
  • Kosmakova M.T., Tanin A.O., Tuleutaeva Zh.M. Constructing the fundamental solution to a problem of heat conduction / DOI 10.31489/2020M1/68-78
  • Kozhanov A.I., Koshanov B.D., Sultangaziyeva Zh.B., Yemir Kady oglu A.N., Smatova G.D. Spectral problem for the sixth order nonclassical differential equations / DOI 10.31489/2020M1/79-86
  • Mazhgikhova M.G. Green function method for a fractional-order delay differential equation / DOI 10.31489/2020M1/87-96
  • Yeshkeyev A.R., Issayeva A.K., Popova N.V. Closure of the special atomic subsets of the semantic model / DOI 10.31489/2020M1/97-103
  • Yeshkeyev A.R., Issayeva A.K., Popova N.V. Сore Jonsson theories / DOI 10.31489/2020M1/104-110

    MECHANICS


  • Minglibayev M.Zh., Zhumabek T.M. New exact particular analytical solutions of the triangular restricted three-body problem / DOI 10.31489/2020M1/111-121
  • Pylypaka S.F., Klendii M.B., Trokhaniak V.I., Pastushenko A.S., Novitskiy A.V. Movement of a material particle on an inclined plane all the points of which describe circles in oscillatory motion in the same plane / DOI 10.31489/2020M1/122-131

    IN MEMORIAM OF SCIENTIST


  • Жизнь, посвященная науке