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cardinal splines

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1: 24.17 Mathematical Applications
The members of 𝒮 n are called cardinal spline functions. The functions …
Bernoulli Monosplines
2: Bibliography S
  • I. J. Schoenberg (1973) Cardinal Spline Interpolation. Society for Industrial and Applied Mathematics, Philadelphia, PA.
  • 3: 3.3 Interpolation
    §3.3(vi) Other Interpolation Methods
    For Hermite interpolation, trigonometric interpolation, spline interpolation, rational interpolation (by using continued fractions), interpolation based on Chebyshev points, and bivariate interpolation, see Bulirsch and Rutishauser (1968), Davis (1975, pp. 27–31), and Mason and Handscomb (2003, Chapter 6). … For interpolation of a bounded function f on the cardinal function of f is defined by
    3.3.43 C ( f , h ) ( x ) = k = - f ( k h ) S ( k , h ) ( x ) ,