EfficientL 2 approximation by splines

Author:

Barrow D. L.,Smith P. W.

Publisher

Springer Science and Business Media LLC

Subject

Applied Mathematics,Computational Mathematics

Reference6 articles.

1. Barrow, D.L., Smith, P.W.: Asymptotic properties of bestL 2[0,11] approximation by splines with variable knots, Quart. of Appl. Math.,36, 293?304 (1978)

2. de Boor, C.: On calculating withB-splines, J. Approx. Theory,6, 50?62 (1972)

3. de Boor, C.: The quasi-interpolant as a tool in elementary spline theory. In: Approximation Theory pp. 269?276 (G.G. Lorentz, ed.). New York: Academic Press 1973

4. de Boor, C.: On local linear functionals which vanish at allB-splines but one, In: Theory of Approximation with Applications pp. 120?145 (A. Law and B. Sahney, eds.). New York: Academic Press 1976

5. Lyche, T., Schumaker, L.L.: Local spline approximation methods. J. Approx. Theory,15, 294?375 (1975)

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3. References;Handbook of Splines;1999

4. A catalogue of algorithms for approximation;Algorithms for Approximation II;1990

5. Die Statistische Schätzung von Verlaufskurven;Statistik, Informatik und Ökonomie;1988

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