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An approach to solving nonlinear algebraic systems
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V. N. KUBLANOVSKAYA
Published/Copyright:
November 19, 2009
Published Online: 2009-11-19
Published in Print: 1990
Walter de Gruyter
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- Variational splines in tensor products of spaces
- Variational difference method for elliptic problems with highly quasi-singular quadratic forms
- An approach to solving nonlinear algebraic systems
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Articles in the same Issue
- The Temple-Lehmann-type methods in iterative algorithms
- On one class of three-term iterative methods with Tchebyshev parameters
- Finite element method (FEM) for a singular elliptic equation
- Grid approximations of singularly perturbed elliptic equations in domains with characteristic faces
- Variational splines in tensor products of spaces
- Variational difference method for elliptic problems with highly quasi-singular quadratic forms
- An approach to solving nonlinear algebraic systems
- A study of a cost-effective finite difference scheme for the system of equations for two dimensional flow of a viscous barotropic gas
- Structure of solution to Stokes problem and an efficient numerical method
- Discontinuity localization and spline approximation of discontinuous functions with many variables at scattered meshes
- The best finite dimensional ΣΠ-approximations