A construction of two-dimensional multiwavelets on a triangulation
A family of continuous, compactly supported, bivariate multi-scaling functions have recently been constructed by Donovan, Geronimo, and Hardin using self-affine fractal surfaces. In this paper we describe a construction of associated multiwavelets that uses the symmetry properties of the multi-scaling functions. Illustrations of a particular set of scaling functions and wavelets are provided.
Applied Mathematics | Mathematics
Recommended Repository Citation
Donovan, George; Geronimo, Jeff; Hardin, Douglas; and Kessler, Bruce. (1996). A construction of two-dimensional multiwavelets on a triangulation. Wavelet Application in Signal and Image Processing IV.
Available at: https://digitalcommons.wku.edu/math_fac_pub/60