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Approximate solution of singular integral equations with the help of series with respect to Faber-Laurent polynomials. (Russian)
Authors: Elavadi I. A.
Abstract
The error estimation of the approximation of complex functions satisfying a Holder Condition in a uniform metric with the help of the partial sums of a series of Faber - Loran polinomial is established. A general case is considered, when the function defined on an arbitrary smooth closed contour bounding a simply connected region. An approximate solution of singular integral equation is built up, the error estimation of the deviation from the exact solution in the metric $C$ is considered.Universitatea de Stat din Moldova
str. Mateevici 60, Chişinău MD-2009, Moldova
str. Mateevici 60, Chişinău MD-2009, Moldova
Contents
- Approximate solution of singular integral equations with the help of series with respect to Faber-Laurent polynomials. (Russian)
- Global attractors of infinite-dimensional dynamical systems. I. (Russian)
- β-acyclic schemes of databases. (Romanian)
- Methods of derivation of semi-minor and pseudo-minor groups of $W$-symmetry. (Russian)
- On primitive solvable permutation groups with commutative stabilizer of a point. II. (Russian)
- Finite generated subalgebras of free CHQ-algebra. (English)
- Submodules determined by cohereditary radicals. (English)
- On strongly regular near-rings. (English)
- Impact of viscoelastic rod upon an obstacle. (Russian)
- On the property of a right ideal of a ring to be two-sided. (Russian)
- Energy saving in agro-food complex. (English)
- Impact of an elastic rod of finite length upon a compliant obstacle. II. (Russian)
- On automorphism groups of left-distributive quasigroups. (Russian)
- Torsion theories and subcategories of divisible modules. (English)
- Generating functions for comitants of differential systems. (Russian)
