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SPLINE FUNCTIONS: Basic Theory |
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Orig. Ed 1981, Reprint Ed. 1993 |
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This book is devoted to the basic theory of spline functions, both in the polynomial case and for more general piecewise structure (including Tchebycheffian and L-Splines). It covers the study of main algebraic, analytic, and approximation-theoretic
properties of various spaces of splines (which in their simplest form are just spaces of piecewise polynomials). In Chapters 1 through 3, background and reference material are presented. The heart of the book consists of Chapters 4 through 8, where polynomial splines are treated; Chapters 9 through 11 deal with the theory of generalized splines; and Chapters 12 and 13 are devoted to multidimensional splines. |
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Please note that this website is designed for informational purposes only, about our products and, is not intended as an e-commerce site. Prices are subject to change without notice. Shipping and special handling are not included. Krieger Publishing is the sole source for its products unless otherwise noted. Net prices shown are based on net realized return and do not indicate list prices or retail prices. Contact us for more information. |
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| Revised 7/15/2020 | |
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