
1 - Regular Poisson manifolds of compact types |
3 - Connections, curvature and cohomology. Volume 1 : De Rham cohomology of manifolds and vector bundles |
4 - Manifold theory : An introduction for mathematical physicists |
5 - Manifolds, tensor analysis, and applications |
6 - Methods in nonlinear analysis |
7 - Analyse différentielle |
8 - Analyse globale |
9 - Analytic aspects of problems in riemannian geometry : Elliptic PDEs, solitons and computer imaging |
10 - Applications of global analysis in mathematical physics |