Speaker Affiliation :
Date(s) - 22/09/2016
14 h 00 min - 15 h 00 min
The analytic Whitney fibering conjecture was recently proved by Adam Parusinski and Laurentiu Paunescu. We consider an analogue for smooth stratified sets which have a Bekka (c)-regular stratification. For each stratum there is a local foliated structure with continuous tangent planes, thus giving a smooth form of the Whitney fibering conjecture. Furthermore near each stratum X there is a (c)-regular open book structure with X a spine.
(Travail en commun avec C. Murolo et A. du Plessis)