ITEM METADATA RECORD
Title: Multiplicative and zero crossing representations of signals
Authors: Deliu, Anca
Hilton, Michael L.
Jawerth, Bjorn D.
Panda, Prasanjit
Sweldens, Wim #
Issue Date: 1994
Host Document: Mathematical Imaging: Wavelet Approximations in Signal and Image Processing II pages:400-410
Conference: SPIE location:San Diego, California date:27-29 July 1994
Abstract: The implicit sampling theorem of Bar-David gives a representation of band limited functions using their crossings with a cosine function. This cosine function is chosen such that its difference with the original function has sufficient zero crossings for a unique representation. We show how, on an interval, this leads to a multiplicative representation involving a Riesz product. This provides an alternative to the classic additive Fourier series. We discuss stability and implementation issues. Since we have an explicit reconstruction formula, there is no need for an iterative algorithm.
URI: 
Publication status: published
KU Leuven publication type: IC
Appears in Collections:Numerical Analysis and Applied Mathematics Section
# (joint) last author

Files in This Item:

There are no files associated with this item.

Request a copy

 




All items in Lirias are protected by copyright, with all rights reserved.

© Web of science