CARDINAL INTERPOLATING MULTIRESOLUTIONS

[摘要] The basic method of constructing wavelets is by means of a multiresolution approximation of L2(R). In this paper we present a class of multiresolution approximations for which the associated scaling function has a simple cardinal interpolating property. We present the construction of such multiresolutions and discuss the symmetry, decay, and regularity properties of the associated scaling functions and wavelets. (C) 1994 Academic Press, Inc.

[发布日期] 1994-02-01