International Journal of Mathematics and Mathematical Sciences
Volume 21 (1998), Issue 2, Pages 307-314
doi:10.1155/S0161171298000428
Abstract
Orthogonal wavelets on the Cantor dyadic group are identified with multiwavelets
on the real line consisting of piecewise fractal functions. A tree algorithm for analysis using these
wavelets is described. Multiwavelet systems with algorithms of similar structure include certain
orthogonal compactly supported multiwavelets in the linear double-knot spline space S1,2.