Wavelet systems with zero moments
C.S. Burrus, Jan Erik Odegard · 2002
The Coifman wavelets created by Daubechies (1992, 1993) have more zero moments than imposed by specifications. This results in systems with approximately equal numbers of zero scaling function and wavelet moments and gives a partitioning of the systems into three well defined classes. The nonunique solutions are more complex than for Daubechies wavelets.