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Program Schedule Courses Workgroups lectures Abstracts

Preliminary Program



F. Acquistapace 
&
F. Broglia
  
mini-course

Global semi-analytic geometry

G. Comte
talk
Rotations de trajectoires de champs de vecteurs
W. Domitrz
talk
Algebraic restrictions of symplectic form to singular sets and its application
A. du Plessis
mini-course
Tame geometry of mappings
N. Dutertre
talk
Degree formulas and signature formulas for the Euler characteristic of algebraic sets
A. Elkhadiri
talk
Weierstrass division Theorem in definable $C^\infty$ germs in a polynomially bounded o-minimal structure
G. Fichou
talk
Zeta functions and Blow-Nash equivalence
P. Goldstein
talk
Some remarks on gradients of holomorphic functions
V. Grandjean
mini-course
Preuve de la conjecture du gradient de R. Thom (D'apres Kurdyka, Mostowski & Parusiński)
Z. Jelonek
mini-course
Geometry of real polynomial mappings
J-M. Lion
mini-course
o-minimalité et théorème du complémentaire en géométrie pfaffienne
M. Merle

Cycles évanescents d'une fonction composée
R. Moussu
talk
Quelques propriétés des courbes intégrales d'un gradient
A. Parusiński

TBA
F. Pieroni
talk
Sums of squares in quasianalytic rings
J-P. Rolin
mini-course
Quasi-analytic solutions of analytic ordinary differential equations and o-minimal structures
M-F. Roy
mini-course
Methods of critical points and complexity in real algebraic geometry
F. Sanz
talk
Gradient vector fields can not generate twister dynamics
Z. Szafraniec
mini-course
 Effective methods for computing the topological invariants of real algebraic sets
V. Thilliez
mini-course
Quasi-analytic local rings
M. Tibăr
talk
Regularity at infinity of polynomial maps
D. Trotman
mini-course
Stratifications
Y. Yomdin
mini-course
Singularities and image processing