Jean-Luc Parant : Mémoire du Merveilleux

Make it so ! Jean - Luc

In this paper, we report on a project applying participatory design methods to include people who have experience of social exclusion (in one form or another) in designing possible technologies for e-(local)-government services. The work was part of a project for the Office of the Deputy Prime Minister in the UK, and was concerned with ‘access tokens’ that can provide personal identification fo...

` a La Mémoire De Jean Morlet Smoothed Affine Wigner Transform

Contents 1. Introduction 1 2. The usual Weyl case 2 3. The affine Weyl quantization 3 4. Affine Husimi 5 5. The result 6 6. Possible generalizations 8 Appendix A. The Mellin transform 8 References 8 Abstract. We study a generalization of Husimi function in the context of wavelets. This leads to a nonnegative density on phase-space for which we compute the evolution equation corresponding to a S...

Jean - Luc Starck and Fionn Murtagh Handbook of Astronomical Data

Jean - Luc Thiffeault Lectures on Topological Surface Dynamics Program on

Gergely Kiss , Jean - Luc Marichal , and Bruno Teheux

Since the 1980s, studies of aggregation functions most often focus on the construction and formal analysis of diverse ways to summarize numerical lists with elements in some real interval. Quite recently, we also observe an increasing interest in aggregation of and aggregation on generic partially ordered sets. However, in many practical applications, we have no natural ordering of given data i...