-spline representation of interpolating and smoothing quadratic spline
Backward Error Analysis for Totally Positive Linear Systems.
Barycentric Formulae for Cardinal (SINC-) Interpolants.
Bases de type Schauder de C [0,1] et formules de quadrature associées.
Basic relations valid for the Bernstein spaces and their extensions to larger function spaces via a unified distance concept
Some basic theorems and formulae (equations and inequalities) of several areas of mathematics that hold in Bernstein spaces are no longer valid in larger spaces. However, when a function f is in some sense close to a Bernstein space, then the corresponding relation holds with a remainder or error term. This paper presents a new, unified approach to these errors in terms of the distance of f from . The difficult situation of derivative-free error estimates is also covered.
Bessel Transforms and Rational Extrapolation.
Best Constants Occuring with the Modulus of Continuity in the Error Estimate for Spline Interpolants of Odd Degree on Equidistant Grids.
Best quadrature formula for a certain class of analytic functions
Beweis einiger Sätze über die analytische Ausgleichung. I
Beweis einiger Sätze über die analytische Ausgleichung. II
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 interpolation at Xu points: results, extensions and applications.
Boosting the inverse interpolation problem by a sum of decaying exponentials using an algebraic approach.
Bornes de l'erreur dans l'approximation polynomiale avec contraintes d'interpolation
Bounds for a Class of Linear Functionals with Applications to Hermite Interpolation.
Brève communication. Calcul de la moyenne d'une fonction presque-périodique. Application au calcul d'intégrales
Brève communication. Sur la fonctionnelle erreur attachée à une formule de quadrature dans
Brèves communications. Détermination d'un vecteur optimal pour le calcul d'intégrales
Brèves communications. Une propriété des fonctions splines d'ajustement