WAVELETS WITH VANISHING MOMENTS ON THE HEISENBERG GROUP
Discrete vanishing moments and sum rules are established on the Heisenberg group and the relationship between them is investigated in this paper. Also, the compactly supported wavelets with 2 vanishing moments corresponding to the separable filter {a(m,n) h(l)} on the Heisenberg group are constructed by using the theory of discrete vanishing moments and sum rules.
wavelets heisenberg group filters multiresolution analysis