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Application of the Chebyshev collocation method to solve boundary value problems of heat conduction in the form of an expansion in Chebyshev polynomials of the 1st kind on Gauss–Lobatto grids, which allows
GENERALIZED STEFFENSEN-TYPE INEQUALITIES BY ABEL-GONTSCHAROFF POLYNOMIALIn this paper we give Abel-Gontscharoff interpolation of composition functions and prove
On the Non-standard Interpolations in Cn and Combinatorial Coefficients for Weil Polyhedra and A. Yger. We are talking about algebraic interpolation where discrete roots of a system of
polynomial
ОБОБЩЕННЫЕ ЭКСПОНЕНЦИАЛЬНЫЕ ИНТЕРПОЛЯЦИОННЫЕ МНОГОЧЛЕНЫ ЭРМИТА–БИРКГОФА ДЛЯ ФУНКЦИЙ СКАЛЯРНОГО И МАТРИЧНОГО АРГУМЕНТАThe Generalized Exponential Interpolation Polynomials of Hermite–Birkhoff type for functions
ЛИНЕЙНЫЕ И КВАДРАТИЧНЫЕ АЛГЕБРАИЧЕСКИЕ ИНТЕРПОЛЯЦИОННЫЕ МНОГОЧЛЕНЫ ДЛЯ ОПЕРАТОРОВ, ЗАДАННЫХ НА МНОЖЕСТВЕ ФУНКЦИОНАЛЬНЫХ МАТРИЦThe Linear and Quadratic Algebraic Interpolation Polynomials for Operators, Defined on the Set
МАТРИЧНЫЕ ИНТЕРПОЛЯЦИОННЫЕ МНОГОЧЛЕНЫ В СЛУЧАЕ ПРЯМОУГОЛЬНЫХ И СИНГУЛЯРНЫХ МАТРИЦKhudyakov A.P., Matysik O.V. Matrix Interpolation Polynomials in the Case of Rectangular
On the Blaschke Factors in Polydisk devoted to the multidimensional interpolation theory for functional spaces in special
Weyl polyhedra
ЭКСТРАПОЛЯЦИОННЫЕ СВОЙСТВА ИНТЕРПОЛЯЦИОННЫХ ШКАЛThe paper describes the relationship between interpolation and extrapolation constructs. For some
On rotational-vibrational spectrum of diatomic beryllium molecule problem for the SOODE numerically with the table-valued potential function approximated by interpolation
Construction of Interpolation Splines Minimizing the Semi-norm in the Space K2(Pm)In ∫ the present paper, using S.L. Sobolev’s method, interpolation splines that minimize
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