Approximation de contours convexes par des splines paramétrées périodiques convexes , quadratiques ou cubiques
Approximation of an elliptic boundary value problem with unilateral constraints
Approximation of Gaussian by scaling functions and biorthogonal scaling polynomials.
Approximation of solutions of nonlinear initial-value problems by B-spline functions
This note is motivated by [GGG], where an algorithm finding functions close to solutions of a given initial value-problem has been proposed (this algorithm has been recalled in Theorem 2.2). In this paper we present a commonly used definition and basic facts concerning B-spline functions and use them to improve the mentioned algorithm. This leads us to a better estimate of the Cauchy problem solution under some additional assumption on f appearing in the Cauchy problem. We also estimate the accuracy...
Approximation Power of Smooth Bivariate PP Functions.
Approximation spline de l'analyse en composantes principales d'une variable aléatoire hilbertienne
Attenuation Factors in Multivariate Fourier Analysis.
-spline representation of interpolating and smoothing quadratic spline
Backward Error Analysis for Totally Positive Linear Systems.
Bernstein's comparison theorem and a problem of Braess.
Bernstein's comparison theorem and a problem of Braess. (Short Communication).
Best Constants Occuring with the Modulus of Continuity in the Error Estimate for Spline Interpolants of Odd Degree on Equidistant Grids.
Biquadratic spline smoothing mean values
Biquadratic splines interpolating mean values
Continuity conditions for a biquadratic spline interpolating given mean values in terms of proper parameters are given. Boundary conditions determining such a spline and the algorithm for computing local parameters for the given data are studied. The notion of the natural spline and its extremal property is mentioned.
Bivariate Spline Functions and the Approximation of Linear Functionals.
Boolean algebra and multivariate interpolation
Cardinal hermite interpolation with box splines II.
Cardinal Hermite-Spline-Interpolation on the Equidistant Lattice.
Central limit theorem for square error of multivariate nonparametric box spline density estimators
We prove the central limit theorem for the integrated square error of multivariate box-spline density estimators.
Chebyshev Approximation by Spline Functions with Free Knots.