The table of contents of Carl de Boor’s 1978 ebook on the #math of #splines.
on 02015-09-05"Fast B-Spline Transforms" #splines #math
on 02015-09-04“Cardinal spline filters: Stability and convergence to the ideal sinc interpolator”, "Aldroubi 1992", shows that polynomial spline interpolants (?) converge to the sinc function rapidly (?). #splines #math
on 02015-09-04a 34-page #pdf #introduction to #splines, by Carl de Boor. “‘B-spline’ refers to a certain spline of minimal support and, contrary to usage unhappily current in CAGD [computer-aided geometric design], does not refer to a curve which happens to be written in terms of B-splines.”
on 02015-09-01oh hey, “The most commonly used #splines are cubic spline, i.e., of order 3—in particular, cubic B-spline, which is equivalent to C2 continuous composite Bézier curves.” #math
on 02015-09-01drawing a graffiti-like #font with #splines using the #method-of-differences.
on 02015-08-15