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  • Tazhigulova, G.O.; Shraimanova, G.S.; Bakey, D.K.; Nurkeyeva, B.A. (Publ.KarSU, 2017-12-30)
    In the article the basic questions of defining the learning content in higher education. The content of training is determined by educational programs that are developed on the basis of state educational standards are ...
  • Nyssanbayeva, G.R.; Kudaibergenov, K.K.; Ongarbayev, Ye.K.; Mansurov, Z.A. (KSU Publ., 2017-12-30)
    One of the promising materials of the 21st century is expanded graphite or thermally expanded graphite. The preparation of nanostructure and thermally expanded graphite with improved specific surface, bulk density and ...
  • Umirzakov, A.G.; Mereke, A.L.; Rakmetov, B.A.; Beisenov, R.E.; Muratov, D.A. (Publishing House of the KarSU named after E.A. Buketov, 2018-03-30)
    The work represents a simple fabrication method of a porous nickel anode for thin film solid oxide fuel cells. The porous nickel anode is fabricated using a metal/pore-former mixing method with different rations of powder ...
  • Mussina, T.A. (Ye.A.Buketov Karaganda State University Publ., 2014-03-30)
    In the 21st century with growing demands of oil and gas worldwide, one can observe the rising interest in resource- rich countries in Caucasian and Central Asian regions. The possession of vast natural resources and major ...
  • Jenaliyev, M.; Ramazanov, M. (University of Nis, 2018)
    In addition to the trivial solution in the class of essentially bounded functions with a given weight for the Solonnikov-Fasano homogeneous parabolic problem in an infinite angular domain we establish the existence of ...
  • Baituyakova, Zh.Zh. (Вестник Карагандинского университета, 2016-09-30)
    This paper is dedicated to the investigation of strong summability in the generalized Morrey spaces. First, we study boundedness of the Hardy-Littlewood maximal function on generalized Morrey spaces. We find a necessary ...
  • Aubakirov, T. U.; Bokaev, N. A. (Nauka/Interperiodica, 2007-11)
    In this paper, we introduce a new class of function systems generalizing the classical Faber–Schauder system. Under the condition that the generating sequence is bounded, we show that systems of such a class constitute ...
  • Aubakirov, T. U.; Bokaev, N. A. (Springer, 2007-11)
    In this paper, we introduce a new class of function systems generalizing the classical Faber-Schauder system. Under the condition that the generating sequence is bounded, we show that systems of such a class constitute ...
  • Akhmanova, D. M.; Dzhenaliev, M. T.; Ramazanov, M. I. (SP MAIK Nauka/Interperiodica, 2011-01)
    We study the solvability questions for a particular second kind Volterra integral equation with a spectral parameter λ arising in the theory of boundary value problems for the spectrally loaded parabolic equations in ...
  • Akhmanova, D. M.; Dzhenaliev, M.T.; Ramazanov, M.I. (Springer, 2011-01)
    We study the solvability questions for a particular second kind Volterra integral equation with a spectral parameter λ arising in the theory of boundary value problems for the spectrally loaded parabolic equations in ...
  • Akhmanova, D.M.; Jеnаliyеv, М.Т.; Kosmakova, M.T.; Ramazanov, M.I. (Ye.A.Buketov Karaganda State University Publishing house, 2013)
    The paper deals solutions of mutually conjugate Volterra integral equations of the second kind with a variable limit of integration. Feature of equations consists of incompressibility of the corresponding kernels and, ...
  • Jenaliyev, M.T.; Amangaliyeva, M.M.; Imanberdiyev, K.B.; Ramazanov, M.I. (Ye.A.Buketov Karaganda State University Publishing house, 2018)
    Steadily growing interest in study of loaded differential equations is explained by the range of their applications and a circumstance that loaded equations make a special class of functional-differential equations with ...
  • Jenaliyev, M.; Amangaliyeva, M.; Kosmakova, M.; Ramazanov, M. (SPRINGER, 2015-03)
    Solving the boundary value problems of the heat equation in noncylindrical domains degenerating at the initial moment leads to the necessity of research of the singular Volterra integral equations of the second kind, when ...
  • Jenaliyev, M.; Amangaliyeva, M.; Kosmakova, M.; Ramazanov, M. (Springer International Publishing, 2015-12)
    Solving the boundary value problems of the heat equation in noncylindrical domains degenerating at the initial moment leads to the necessity of research of the singular Volterra integral equations of the second kind, when ...
  • Kosmakova, M.T. (Ye.A.Buketov Karaganda State University Publ., 2016-03-30)
    This paper considers the first boundary value problem of heat conduction in a degenerating domain with a moving boundary, the boundary of the domain moves at a variable velocity. The problem is reduced to singular Volterra ...
  • Akhmanova, D.M.; Ramazanov, M.I.; Yergaliyev, M.G. (KSU Publ., 2018-03-30)
    In the article it is shown that the homogeneous Volterra integral equation of the second kind, to which the homogeneous boundary value problem of heat conduction in the degenerating domain is reduced, has a nonzero ...
  • Akishev, G. A. (Nauka/Interperiodica, 2018-04)
    We consider the anisotropic Lorentz space of periodic functions. Sufficient conditions are proved for a function to belong to the anisotropic Lorentz space. Estimates for the order of approximation by trigonometric ...
  • Akishev, G. (Pleiades Publishing, 2018-04)
    We consider the anisotropic Lorentz space of periodic functions. Sufficient conditions are proved for a function to belong to the anisotropic Lorentz space. Estimates for the order of approximation by trigonometric ...
  • Аbiev, N.А. (Karaganda State University Publ., 2015-09-30)
    We consider the normalized Ricci flow on generalized Wallach spaces that could be reduced to a system of nonlinear ODEs. As a main result we get the classification of degenerate singular points of the system under consideration ...
  • Chanbaeva, A.I. (KSU publ., 2015-06-30)
    Uniform spaces are an important class of spaces in general topology. The purpose of the study is to prove new theorems concerning the properties of uniform spaces. The u — continuous, u — closed, z u — closed, u — perfect ...

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