Cedric
ROUSSEAU
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+33 3 27 51 7778
Research areas:
Differentiable manifolds, dynamic systems, Lie groups..
Discussed subjects:
- effective calculation in group cohomology (geometric examples)
- lattice deformations in Lie groups, study of their local rigidity
- local and infinitesimal rigidity of group actions on differentiable varieties
Diplômes universitaires
- 2006 :
PhD - Defended on June 26, 2006 at the UVHC entitled “Deformations of group actions and certain solvable groups”
Valorisations academiques
- 2005-2008 :
member of the board of directors of the Association for the Creation of Cité des Géométries (www.citedesgeometries.org) in charge of relations with the university from Valenciennes. This Maubeuge association aims in particular to promote geometry and its applications on the educational, socio-cultural and industrial levels in the Val de Sambre.
Expertise within an organization
Educational responsability
DAEU educational manager as part of the DCI-NAVFCO/UVHC partnership (preparatory phase in Cherbourg (50) for scientific training and evaluation of Saudi officer cadets beginning a training course for military engineers)
Current teaching
Teaching (courses and tutorials) of analysis and algebra in the Bachelor's cycle and INSA integrated preparatory cycle
Previous teaching
Preparatory mathematics courses for the DAEU
Educational responsability
DAEU educational manager (Cambrai site)
Previous teaching
Teaching (courses and tutorials) of analysis and algebra in the Bachelor's cycle
Educational responsability
DAEU educational manager (distance learning)
- Déformations de réseaux dans certains groupes résolubles, J. Math. Soc. Japan. 60 (2008), no. 2, 397-421.
- On Sobolev infinitesimal rigidity of linear hyperbolic actions on the 2–torus, Bull. Braz. Math. Soc. (N.S.) 36 (2005), no. 3, 379–391.