Convergence of cascade algorithms in Sobolev spaces for perturbed refinement masks

In this paper the convergence of the cascade algorithm in a Sobolev space is considered if the refinement mask is perturbed. It is proved that the cascade algorithm corresponding to a slightly perturbed mask converges. Moreover, the perturbation of the resulting limit function is estimated in terms of that of the masks.



Citation style:
Could not load citation form.


Use and reproduction:
All rights reserved