2005 Algeria

2005 ALGERIA

(version française de la page)

Scientific report(s)	S. Djebali (ppt format) Ghani Zeghib (in French, pdf format)
Lecture notes, Article from local newspaper (in Arabic)

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CIMPA-UNESCO-ALGERIA School

Riemannian and Pseudo-Riemannian Geometries and Dynamics Applications

Objectives :

The aim of the school is to provide a thorough description of the interactions between geometry (with its different branches) and dynamical systems, in one part, and between these two disciplines and different extra-mathematics areas of research (General Relativity, Cosmology, Black Holes, ……), in other part. A pedagogical treatment of the subjects, at both the introductory and advanced level, will be provided in the form of a series of lectures by individual speakers, ranging from evolutions of the subject till the most recent developments.

One of the motivations of the school is to present new way of teaching and working on these subjects , at the regional level. We will try to gather as much as possible people working and interested in the subjects. An effort will be made to convince the participants of importance and the beauty of this mathematics. At this level special attention will be given to young graduate students, whom will find certain mini-courses a sort of graduate courses.

Although the school is open to all graduate students and researchers in Mathematics and Theoretical Physics, a minimum knowledge of differential geometry is required .To insure maximum benefit we have put on the school home page , details and some documentations helping to anticipate and discover the main items of the school.
(Consult www.umpa.ens-lyon.fr/~zeghib/CIMPA)

Scientific committee :

A. Zeghib (CNRS, ENS-Lyon, France), D. Dou (University Center of El-Oued, Algeria).

Scientific directors and organizers:

S. Djebali ((ENS-Kouba, Algeiers, Algeria), D. Dou (University Center of El-Oued , Algeria), K. Sadallah (ENS-Kouba, Algiers, Algeria), A. Zeghib (CNRS, ENS-Lyon, France)

Speakers:

T. Barbot (CNRS, ENS-Lyon, France)
G. Besson (CNRS, Institut Joseph Fourier, Grenoble, France)
D. Dou (University Center of El-Oued, Algeria)
E. Ghys (CNRS, ENS-Lyon, France)
J.M. Morvan (Université de Lyon I France)
P. Pansu (Université de Paris XI, France)
T. Sari (Université de Mulhouse, France)
R. Souam (CNRS, Paris VII, France)
A. Zeghib (CNRS, ENS-Lyon, France)

Working languages:

French, English

Date and location :

February 26 - March 10, 2005, El-Oued (Algeria)

Scientific programme:

Riemann surfaces and Hyperboilic geometry
Perel’man work on the Ricci flow (Poincaré conjecture)
Minimal surfaces in Riemannian and Lorentz Geometries
Foundations of Dynamical Systems
Einstein’s Equation in General Relativity
Dynamical Systems and Cosmology
Geometric structures and black holes
Geometry of submanifolds and Imaging

Prerequisites :

Graduate students (Magister, Master, Ph.D.) and interested researchers

For further information :
e-mail: cimpa5-eloued@wissal.dz, Site : www.umpa.ens-lyon.fr/~zeghib/CIMPA)