Affiliation:
1. Department of Mathematics, Central University of South Bihar, Gaya, Bihar, India
Abstract
In this paper, we obtain the degree of approximation of a function f in Lp(1
? p ? ?) norm under general conditions of the pointwise and uniform
convergence of wavelet expansions associated with the multiresolution
analysis with dilation matrix. Our results show that the degree has the
exponential decay (faster than any polynomial) for the function f in Lp(R)
on a finite interval (a, b).
Publisher
National Library of Serbia