On trigonometric wavelets /

Bibliographic Details
Main Authors:	Chui, C. K. (Author), Mhaskar, H. N. (Hrushikesh Narhar), 1956- (Author)
Corporate Authors:	National Science Foundation (U.S.) (sponsoring body.), United States. Army Research Office (sponsoring body.)
Format:	Book
Language:	English
Published:	College Station, Texas : Center for Approximation Theory, Department of Mathematics, Texas A & M University, 1991.
Series:	CAT report ; no. 254.
Subjects:	Wavelets (Mathematics) Interpolation. Trigonometrical functions. Approximation theory. Approximations and expansions > Approximations and expansions > Interpolation. Harmonic analysis on Euclidean spaces > Harmonic analysis in one variable > Trigonometric interpolation. Modified Dirichlet kernel Localization Decomposition Reconstruction

Description
Abstract:	Wavelets in terms of sine and cosine functions are constructed for decomposing 2 pi-periodic square-integrable functions into different octaves and for yielding local information within each octave. Results on a simple mapping into the approximate sample space, order of approximation of this mapping, and pyramid algorithms for decomposition and reconstruction are also discussed.
Item Description:	"August 1991." Funding information taken from leaf 1.
Physical Description:	26 leaves ; 28 cm
Bibliography:	Includes bibliographical references (leaf 26).