-convexity in infinite-dimensional Banach spaces and applications to Kergin interpolation.
-fuzzy nonlinear approximation theory with application.
...- Invarianten bei verallgemeinerten Carlesonmengen.
-regularly varying functions in approximation theory.
-nsr lemma and quotient space in -normed space
3D monolithic finite element approach for aero-thermics processes in industrial furnaces⋆
We consider in this paper a mathematical and numerical model to design an industrial software solution able to handle real complex furnaces configurations in terms of geometries, atmospheres, parts positioning, heat generators and physical thermal phenomena. A three dimensional algorithm based on stabilized finite element methods (SFEM) for solving the momentum, energy, turbulence and radiation equations is presented. An immersed volume method (IVM) for thermal coupling of fluids and solids is introduced...
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A best approximation property of the generalized spline functions.
A Best Lower Bound for Good Lattice Points.
A certain class of quadratures.
A certain class of quadratures with hat function as a weight function.
A Characterization of C(X) Among Algebras on Planar Sets by the Existence of a Finite Universal Korovkin System.
A Characterization of Multivariate Quasi-interpolation Formulas and its Applications.
A characterization of random approximations.
A characterization of strictly convex metric linear spaces.
A characterization of the approximation order for multivariate spline spaces
A Characterization Theorem for the K-functional Associated with the Algebraic Version of Trigonometric Jackson Integrals
2000 Mathematics Subject Classification: 41A25, 41A36.The purpose of this paper is to present a characterization of a certain Peetre K-functional in Lp[−1,1] norm, for 1 ≤ p ≤ 2 by means of a modulus of smoothness. This modulus is based on the classical one taken on a certain linear transform of the function.
A class of Cardinal Lacunary interpolation problems by spline functions.
A class of generalized best approximation problems in locally convex linear topological spaces.
A class of generalized uniform asymptotic expansions.