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Bulletin of the Karaganda university
Mathematics series. № 1(101)/2021

Download the full version of the Journal DOI: 10.31489/2518-7929/2021-101-1


MATHEMATICS


  • Attaev A.Kh. On Problem of Internal Boundary Control for String Vibration Equation / DOI 10.31489/2021M1/4-10
  • Bekbolat B., Tokmagambetov N. Well-posedness results for the wave equation generated by the Bessel operator / DOI 10.31489/2021M1/11-16
  • Bokayev N.А., Khairkulova А.А. On the boundedness of the fractional maximal operator on global Orlicz-Morrey spaces / DOI 10.31489/2021M1/17-24
  • Davoodi S.M., Abdul Rahman N.A. Predicting the optimal solution in fuzzy linear programming problem / DOI 10.31489/2021M1/25-36
  • Jenaliyev M.T., Ramazanov M.I., Tanin A.O. To the solution of the Solonnikov-Fasano problem with boundary moving on arbitrary law / DOI 10.31489/2021M1/37-49
  • Jwamer K. H. F., Ahmed Sh. Sh., Abdullah D.Kh. Approximate Solution of Volterra Integro-Fractional Differential Equations Using Quadratic Spline Function / DOI 10.31489/2021M1/50-64
  • Kosmakova M.T., Iskakov, S.A., Kasymova L.Zh. To solving the fractionally loaded heat equation / DOI 10.31489/2021M1/65-77
  • Kvasnikov V.P., Yehorov S.V., Shkvarnytska T.Yu. Technology for restoring functional dependencies to determine reliability parameters / DOI 10.31489/2021M1/78-86
  • Muratbekov I.B., Suleimbekova A.O. On the existence of the resolvent and separability of a class of the Korteweg-de Vriese type linear singular operators / DOI 10.31489/2021M1/87-97
  • Tleubergenov M.I., Vassilina G.K., Tuzelbaeva G.A. On construction of a field of forces along given trajectories in the presence of random perturbations / DOI 10.31489/2021M1/98-103
  • Yesbayev A.N., Ospanov M.N. The solvability conditions for the second order nonlinear differential equation with unbounded coefficients in / DOI 10.31489/2021M1/104-110
  • Yeshkeyev A.R., Mussina N.M. An algebra of the central types of the mutually model-consistent fragments / DOI 10.31489/2021M1/111-118
  • Yeshkeyev A.R., Omarova M.T. An essential base of the central types of the convex theory /DOI 10.31489/2021M1/119-126
  • Yuldashev T.K., Islomov B.I., Ubaydullaev U.Sh. On Boundary Value Problems for a Mixed Type Fractional Differential Equation with Caputo Operator / DOI 10.31489/2021M1/127-137
  • Yuldashev T.K., Zarifzoda S.K. On a New Class of Singular Integro-differential Equations / DOI 10.31489/2021M1/138-148