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Falbel, Elisha - Institut de Mathématiques de Jussieu, Université Pierre-et-Marie-Curie, Paris 6
The geometry of the EisensteinPicard modular group Elisha Falbel
Finite Groups Generated by Involutions on Lagrangian Planes of C 2
A Circle of Modular Groups in PU(2,1) E. Falbel and P.-V. Kosele
Classifying triples of Lagrangians in a Hermitian vector space Elisha Falbel, Jean-Pierre Marco, Florent Schaffhauser
A simple proof of the Riemann Mapping Theorem for Domains with Spherical Boundary
A spherical CR structure on the complement of the figure eight knot with discrete holonomy.
LM256 Examen -Decembre 2008 2h, documents et calculatrices interdits. Ce corrige est disponible sur
Measures of Transverse Paths in Sub-Riemannian Elisha Falbel Fr ed eric Jean y
Rigidity and exibility of triangle groups in complex hyperbolic geometry
Geometric structures associated to triangulations as fixed point sets of involutions
The moduli space of the modular group in complex hyperbolic geometry #
A bilinear form associated to contact subconformal manifolds Institut de Mathematiques
Contr^ole LM301 20 Novembre 2008
Corrige Examen LM200 16 Decembre 2008
Eigenvalues of Products of Unitary Matrices and Lagrangian Involutions
Fundamental domains for finite subgroups in U(2) and Configurations of Lagrangians
Geometric structures associated to triangulations as fixed point sets of involutions
A Volume function for Spherical CR tetrahedra Elisha Falbel
PRODUITS D'ISOMETRIES D'UN ESPACE SYMETRIQUE DE RANG UN ET COMPACITE `A LA MUMFORD-MAHLER
Universit Paris 6 -Pierre et Marie Curie Premier semestre 2007/08 Licence premire anne -LM110 PCME12
