Gaël Meigniez
Research laboratory:
Institut de Mathématiques de Marseille
(I2M, UMR CNRS 7373)
Institution:
Université d'Aix-Marseille
Email:
G***.M*******@univ-amu.fr
Curriculum vitae on demand.
Research
As a mathematicien, my researches essentially carry on Differential Topology.
I'm specially interested in Foliations of Differential Manifolds,
their Homotopy theory, Haefliger's classifying space,
following W. Thurston's foundational works
and in the spirit of Gromov's homotopy principle;
and the relations between Foliations, Symplectic structures and Contact
structures in large dimensions.
Recent publications:
(With Mélanie Bertelson)
Conformal Symplectic structures,
Foliations and Contact Structures,
arXiv:2107.08839 [math.SG], to appear in
Journal of Symplectic Geometry.
Matching Cells,
to appear in Annales Mathématiques Blaise Pascal.
Quasi-complementary
foliations and the Mather-Thurston
theorem,
Geometry & Topology 25-2 (2021), 643-710 .
Publications
Administration
(With El Hassan Youssfi) Dean of the team
Analysis-Geometry-Topology (AGT).
A few video Clips
Mathematical Sonnets
(in French: homage to the medieval poet Petrarch and to his dame Laura for the 690 years and 1 day
of their meeting in this garden, Passional Mathematics Symposium
organized by
Eitan Altman
and
Thierry Barbot,
Avignon, 6+1 April 2017).
"The
normal h-principle for foliations
and the Mather-Thurston homology equivalence": Conference "Geometry and Foliations"
(Tokyo 2013).