- UNIVERSIT E PARIS 7 DENIS DIDEROT
- Existence and uniqueness of constant mean curvature spheres in Sol 3
- presente pour obtenir LE DIPL^OME D'HABILITATION `A DIRIGER
- Illinois Journal of Mathematics Volume 47, Number 3, Fall 2003, Pages 667698
- UNIVERSITE PARIS 7 -DENIS DIDEROT UFR de Mathematiques
- Existence and uniqueness of constant mean curvature spheres in Sol3
- HALF-SPACE THEOREMS AND THE EMBEDDED CALABI-YAU PROBLEM IN LIE GROUPS
- Illinois Journal of Mathematics Volume 47, Number 3, Fall 2003, Pages 667{698
- HALFSPACE THEOREMS AND THE EMBEDDED CALABIYAU PROBLEM IN LIE GROUPS
- presente pour obtenir OME D'HABILITATION
- presente pour obtenir OME D'HABILITATION
- Illinois Journal of Mathematics Volume 47, Number 3, Fall 2003, Pages 667{698
- UNIVERSIT E PARIS 7 DENIS DIDEROT
- HALFSPACE THEOREMS AND THE EMBEDDED CALABIYAU PROBLEM IN LIE GROUPS
- Existence and uniqueness of constant mean curvature spheres in Sol 3
- HALF-SPACE THEOREMS AND THE EMBEDDED CALABI-YAU PROBLEM IN LIE GROUPS
- UNIVERSITE PARIS 7 -DENIS DIDEROT UFR de Mathematiques
- Existence and uniqueness of constant mean curvature spheres in Sol3
- Illinois Journal of Mathematics Volume 47, Number 3, Fall 2003, Pages 667698
- presente pour obtenir LE DIPL^OME D'HABILITATION `A DIRIGER
