This preliminary investigation deals with the use of spline functions for smoothing spectral data. Three variant implementations are outlined and some tentative results are presented.doi:10.1016/0368-2048(90)87081-XA LOSEVElsevier B.V.Journal of Electron Spectroscopy & Related Phenomena
References [1] C. Reinsch. "Smoothing by spline functions." Numer. Math. 10 (1967), 177–183. Version History Introduced before R2006a See Also csaps | spap2 | spapi | tpaps Topics Introducing Spline FittingWhy did you choose this rating? Submit How useful was this information? Unrated...
For an alternative to 'smoothingspline', you can use the csaps cubic smoothing spline function or other spline functions that allow greater control over what you can create. See Introducing Spline Fitting. Compare Cubic and Smoothing Spline Fit Using Curve Fitter This example compares a cubic spl...
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C. H. Reinsch, Smoothing by Spline Functions. II, Numer. Math., 16 (1971), pp. 451–454. CrossRef A. Savitzky AND M. J. E. Golay, Smoothing and Differentiation of Data by Simplified Least Squares Procedures, Analytical Chemistry, 36 (1964), pp. 1627–1639. CrossRef J. Steinier...
Optimal smoothing parameter selection for... Learn more about csaps, smoothing spline, curve fitting, spaps, cubic spline, spline interpolation
C.H. Reinsch Smoothing by spline functions Numer. Math., 10 (1967), pp. 177-183 View in ScopusGoogle Scholar 14 L.L. Schumaker Fitting surfaces to scattered data G.G. Lorentz, C.K. Chui, L.L. Schumaker (Eds.), Approximation Theory II, Academic (1976), pp. 203-267 Google Scholar...
Several methods have been proposed to test the hypothesis of a parametric regression function against an alternative smoothing spline model. Some tests such as the locally most powerful (LMP) test by Cox et al. (Cox, D., Koh, E., Wahba, G. and Yandell, B. (1988). Testing the (...
Smoothing by spline functions. Numer. Math., 10:177{183, 1967. 28 14] L.L. Schumaker. Fitting surfaces to scattered data. In G.G. Lorentz, C.K. Chui, and L.L. Schumaker, editors, Approximation Theory II, pages 203{267. New York: Academic, 1976. 15] R. Sibson and G. Stone. ...
The chapter describes the algorithm of the cubic smoothing spline and its use in estimating trends in time series. Considerable effort has been devoted over several decades to developing the mathematics of spline functions. Much of the interest is because of the importance of splines in industrial ...