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Autosim05

SECOND CONFERENCE ON SELF-SIMILARITY AND APPLICATIONS We would like to offer a large overview on self-similarity and its applications. Self-similarity is an invariance property after scaling, met in numerous topics of both applied and theoretical sciences. This property is the core of lot of current research subjects in mathematics, physics or image processing. This meeting follows Clermont-Ferrand one held in May 2002 which enjoyed enthusiastic participation from both theorists and practitioners. The aim is to allow international famous lecturers to present the state of the art on self-similarity in their fields. The attendance of foreign researchers coming from various parts of the world is expected. Synthesis conferences will learn young researchers to use technical tools. Moreover, special sessions, where recent results will be exhibited, will be organized on topics close to the main conferences. Another aim of the conference is to bring together mathematical researchers working on very different fields. The spread of knowledge toward researchers outside mathematic is another goal of the conference. Practically, each half days will correspond to different thema to stress the interdisciplinarity of the meeting. A major effort will be made to allow young researchers to attend this conference and to talk in special sessions. The scientific program will range from multifractal phenomena, the use of trees for self-similarity, Stochastic Löwner Evolution (SLE), to fractional processes and stochastic calculus. Applications are also in the scope of the conference: geometrical and multi-scale methods for image processing, statistics for processes, long range dependence. Physical applications to turbulence and to image in astrophysics will also be presented. A special issue of the Annales de la Facultés des sciences de Toulouse will publish surveys corresponding to plenary conferences.

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