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10 papers · 1 filter
Global rigidity in CR geometry: the Schoen-Webster theorem
Benoît Kloeckner, Vincent Minerbe
Schoen-Webster theorem asserts a pseudoconvex CR manifold whose automorphism group acts non properly is either the standard sphere or the Heisenberg space. The purpose of this pape…
On some asymptotically flat manifolds with non maximal volume growth
Vincent Minerbe
Asymptotically flat manifolds with Euclidean volume growth are known to be ALE. In this paper, we consider a class of asymptotically flat manifolds with slower volume growth and pr…
Mok-Siu-Yeung type formulas on contact locally sub-symmetric spaces
Robert Petit
We derive Mok-Siu-Yeung type formulas for horizontal maps from compact contact locally sub-symmetric spaces into strictly pseudoconvex CR manifolds and we obtain some rigidity theo…
L^2 harmonics forms on non compact manifolds
Gilles Carron
The source of these notes is a series of lectures given at the CIMPA's summer school "Recent Topics in Geometric Analysis".
Lie group structures on groups of smooth and holomorphic maps on non-compact manifolds
Karl-Hermann Neeb, Friedrich Wagemann
We study Lie group structures on groups of the form C^\infty(M,K)}, where M is a non-compact smooth manifold and K is a, possibly infinite-dimensional, Lie group. First we prove th…
Cohomologie des variétés QALE
Gilles Carron
We give a topological interpretation of the space of harmonis forms of some QALE manifolds introduced by D. Joyce. We introduce a analytical criterium which make possible the…