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Журнал обчислювальної та прикладної математики : наук. журн..- Київ
Journal of Computational and Applied Mathematics- Title.
- Content.
- Babenko C., Chapko R. On the combination of singular and hypersingular boundary integral equations for the Neumann boundary value problem for an elliptic equation with variable coefficients. - C. 1-10.
- Bulatsyk O., Tupychak I., Topolyuk Y. Rigorous vanishing solutions of a nonlinear hammerstein integral equation related to problems with free phase. - C. 11–22.
- Dyyak I., Savula Y., Styahar A. Numerical investigation of a plain strain state for a body with thin cover using domain decomposition. - C. 23–33.
- Gnativ L., Krol M., Kutniv M. Exact three-point difference scheme for second order nonlinear ordinary differential equations with boundary conditions of the third kind. - C. 34–52.
- Horlatch V., Klymenko I., Shynkarenko G. Formulation and well-posedness of the variational problem of viscous heat-conducting fluid acoustics. - C. 53–71.
- Myleiko G., Solodky S. Balancing principle for iterated Tikhonov method of severely ill-posed problems. - C. 72–88.
- Rostamy D., Zabihi F. Streamline Diffusion Schemes for solving a nonlinear hyperbolic boundary value problem. - C. 89–104.
- Shakhno S., Yarmola H. Two-step method for solving nonlinear equations with nondifferentiable operator. - C. 105–115.
- Sharipov K. On the recovery of continuous functions of two variables from noisy Fourier coefficients. - C. 116–124.
- Solodky S., Volynets E. On accuracy of solving semidiscrete ill-posed problems in Sobolev spaces with v-methods. - C. 125–132.
- Sybil Y. The mixed Dirichlet-Neumann problem for the elliptic equation of the second order in domain with thin inclusion. - C. 133–138.
- Vasylyk V. Nonlocal problem for an evolution first order equation in Banach space. - C. 139–149.
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