№4(120)/2025-Математика

Permanent URI for this collectionhttps://rep.buketov.edu.kz/handle/data/20971

  • Ashyralyev A. Functional analysis in interdisciplinary applications / A. Ashyralyev, C. Ashyralyyev, M. Sadybekov



  • Abdullah D.Kh. The quadratic B-spline method for approximating systems of Volterra integro fractional-differential equations involving both classical and fractional derivatives / D.Kh. Abdullah, K.H.F. Jwamer, Sh.Sh. Ahmed



  • Aripov M.M. Difference schemes of high accuracy for a Sobolev-type pseudoparabolic equation / M.M. Aripov, D. Utebaev, R.T. Djumamuratov



  • Artykbaev A. The intrinsic geometry of a convex surface in Galilean space / A. Artykbaev, B.M. Sultanov



  • Ashurov R.R. Forward and inverse problems for a mixed-type equation with the Caputo fractional derivative and Dezin-type non-local condition / R.R. Ashurov, U.Kh. Dusanova, N.Sh. Nuraliyeva



  • Ashyraliyev M.A. Numerical solutions of source identification problems for telegraph-parabolic equations / M.A. Ashyraliyev, M.A. Ashyralyyeva



  • Ashyralyev A. Bounded solutions in epidemic models governed by semilinear parabolic equations with general semilinear incidence rates / A. Ashyralyev, E. Hincal, B. Kaymakamzade



  • Ashyralyyev C. On a stable difference scheme for numerically solving a reverse parabolic source identification problem / C. Ashyralyyev, M.A. Sadybekov



  • Azeroglu T. Inequalities for analytic functions associated with hyperbolic cosine function / T. Azeroglu, B.N. Ornek, T. Duzenli



  • Eshmamatova D.B. Analysis and classification of fixed points of operators on a simplex / D.B. Eshmamatova, M.A. Tadzhieva / T. Azeroglu, B.N. Ornek, T. Duzenli



  • Gercek O. Well-posedness of elliptic-parabolic differential problem with integral condition / O. Gercek



  • Ismoilov Sh.Sh. Application of isotropic geometry to the solution of the Monge–Ampere equation / Sh.Sh. Ismoilov



  • Lukashov A.L. Rational analogues of Bernstein–Szabados operators on several intervals / A.L. Lukashov



  • Rasulov M. Investigation of the solution of a boundary value problem with variable coefficients whose principal part is the Cauchy–Riemann equation / M. Rasulov, N. Aliyev, B. Sinsoysal



  • Sharifov Y.A. Studying a system of non-local condition hyperbolic equations / Y.A. Sharifov, A.R. Mammadli



  • Smadiyeva A.G. An analogue of Leibniz’s rule for Hadamard derivatives and their application / A.G. Smadiyeva



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