Yazar "Ashyralyyev, C." için listeleme
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Crank-nicolson difference scheme for reverse parabolic nonlocal problem with integral and neumann boundary conditions
Ashyralyyev, C.; Gönenç, A. (Academic Publications Ltd., 2021)In this paper, we study Crank-Nicholson difference scheme for approximate solutions of parabolic nonlocal reverse problem with integral and Neumann boundary conditions. Stability estimates for its solution are established. ... -
Identification Elliptic Problem with Dirichlet and Integral Conditions
Ashyralyyev, C. (Springer, 2021)In the present paper, identification elliptic problem in a Hilbert space with Dirichlet and integral boundary conditions is discussed. Identification problem is reduced to auxiliary nonlocal boundary value problem with ... -
A note on well-posedness of source identification elliptic problem in a Banach space
Ashyralyev, A.; Ashyralyyev, C.; Zvyagin, V. G. (Karaganda State Univ, 2020)We study the source identification problem for an elliptic differential equation in a Banach space. The exact estimates for the solution of source identification problem in Holder norms are obtained. In applications, four ... -
Numerical solution to elliptic inverse problem with Neumann-type integral condition and overdetermination
Ashyralyyev, C.; Cay, A. (Karaganda State Univ, 2020)In modeling various real processes, an important role is played by methods of solution source identification problem for partial differential equation. The current paper is devoted to approximate of elliptic over determined ... -
Numerical solution to inverse elliptic problem with neumann type overdetermination and mixed boundary conditions
Ashyralyyev, C.; Akkan, Y. (Texas State University - San Marcos, 2015)This article studies the numerical solution of inverse problems for the multidimensional elliptic equation with Dirichlet-Neumann boundary conditions and Neumann type overdetermination. We present first and second order ... -
Preface of Numerical Functional Analysis
Ashyralyev, A.; Ashyralyyev, C. (American Institute of Physics Inc., 2019)[No abstract available]
