Workshop
FRUMAM, St Charles, Marseille
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Date(s) : 03/06/2019 - 06/06/2019 iCal
0 h 00 min
WORKSHOP
Dans le cadre de l’ANR LISA.
Minicourse: « Moderately Discontinuous Homology »
- Monday: Maria Pe Pereira (Universidad Complutense, Madrid)
« Part I: Definition and first properties (relative homology, moderately discontinuous functoriality, homotopy invariance) » - Tuesday: Sonja Lea Heinze (Instituto de Ciencias Matemáticas, Madrid)
« Part II: the Mayer-Vietoris sequence, Excision, and the computation for plane curves » - Wednesday: Javier Fernandez de Bobadilla (Basque Center for Applied Mathematics, Bilbao)
« Part III: Computations in interesting cases and applications »
Talks
- André Belotto da Silva (Université Aix-Marseille)
« Hsiang–Pati coordinates and reduction of singularities of the inner metric » - Lorenzo Fantini (Université Aix-Marseille)
« A valuative approach to the inner geometry of complex surfaces » - Alexandre Fernandes (Universidade Federal do Ceará, Fortaleza)
« Lipschitz contact equivalence of two variable function-germs » - Françoise Michel (Université de Toulouse)
« Jacobian curves for normal complex surfaces » - Hussein Mourtada (Sorbonne Université, Paris)
« The embedding dimension of the completion of the space of arcs at a point associated with a divisorial valuation » - Adam Parusinski (Université Nice Sophia Antipolis)
« Bi-Lipschitz Right Equivalence of Real Analytic Function Germs » - Jose Edson Sampaio (Basque Center for Applied Mathematics, Bilbao)
« A version of the Mumford’s Theorem on regularity of normal complex surfaces in high dimension » - Bernard Teissier (Sorbonne Université, Paris)
« Around the valuative Cohen theorem » - David Trotman (Université Aix-Marseille)
« Whitney cellularisation and Goresky’s homology conjecture »
Speakers :
– André Belotto da Silva
– Lorenzo Fantini
– Alexandre Fernandes
– Javier Fernandez de Bobadilla
– Sonja Lea Heinze
– Françoise Michel
– Hussein Mourtada
– Renato Oliveira Targino
– Adam Parusinski
– Maria Pe Pereira
– Jose Edson Sampaio
– David Trotman
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