@conference {
	title = {Uniqueness and Stability of Discrete Zero-Crossings and Maxima Wavelet Representations},
	author = {Berman, Zeev., Baras, John S.},
	year = {1992},
	month = {08/1992},
	abstract = {A general signal description, called an inherently bounded Adaptive Quasi Linear Representation (AQLR), motivated by two important examples, namely the wavelet maxima representation, and the wavelet zero-crossings representation, is introduced. It is shown, that the dyadic wavelet maxima~(zero-crossings) representation is, in general, nonunique. Using the idea of the inherently bounded AQLR, a global BIBO stability is shown. For a special case, where perturbations are limited to the continuous part of the representation, a Lipschitz condition is satisfied.},
	address = {Brussels, Belgium},
	booktitle = {6th European Signal Processing Conference (EUSIPCO)},
	pages = {pp. 913-916}
}
