References
- Carnicer , J.M. and Dahmen , W. 1994 . Characterization of local strict convexity preserving interpolation methods by C1 functions . J. Approx. Theory , 77 (1) : 2 – 30 .
- Fischer , M. and Oja , P. 2007 . Convergence rate of rational spline histopolation . Math. Model. Anal. , 12 (1) : 29 – 38 .
- Khalifa , A.K.A. and Eilbeck , J.C. 1982 . Collocation with quadratic and cubic splines . IMA J. Numer. Anal. , 2 (1) : 111 – 121 .
- Kvasov , B.I. 1981 . Quadratic spline interpolation. , Acad. Nauk SSSR, Sib. Otdelenie, Inst. Teoret. i Prikl. Mekh., Novosibirsk . Preprint no 3, (in Russian)
- Kvasov , B.I. 1983 . Numerical differentiation and integration on the basis of interpolation parabolic splines . Chisl. Metody Mekh. Sploshn. Sredy , 14 (2) : 68 – 80 . (in Russian)
- Leetma , E. and Vainikko , G. 2007 . Quasi‐interpolation by splines on the uniform knot sets . Math. Model. Anal. , 12 (1) : 107 – 120 .
- Oja , P. 1990 . On the solution of boundary value problems by quadratic splines . Proc. Estonian Acad. Sci. Phys. Math. , 39 (4) : 335 – 343 . (in Russian)
- Oja , P. 1998 . Low degree rational spline interpolation . BIT , 37 (4) : 900 – 908 .
- Oja , P. 2002 . Comonotone adaptive interpolation splines . BIT , 42 (4) : 842 – 855 . doi:10.1023/A:1021908705602.
- Oja , P. and Reitsekas , A. 1987 . Collocation and subdomain methods with quadratic and cubic splines for boundary value problems . Proc. Estonian Acad. Sci. Phys. Math. , 36 (2) : 118 – 128 . (in Russian)
- This work was supported by the Estonian Science Foundation grant 8313.