JCJC SIMI 1 - JCJC - SIMI 1 - Mathématiques et interactions

Surfaces singularities – SUSI

Submission summary

The main objective of our project is to unify three important but presently diverging domains of research in singularity theory : deformation theory, metric theory and arc space theory. In the last years, these three domains developed separately and mostly in complex dimension two, affording us a consequent basis of analysis in this dimension. For this reason, we will concentrate on the case of complex surface singularities, in which all the members of our team are experienced researchers, but with complementary skills, going from the geometric and topological to the algebraic or algorithmic ones. Another objective of our project is to prove important results or existing conjectures using the relations discovered between the three domains. Therefore, our ambition is to contribute to the creation of strong ties between these domains of singularity theory in complex dimension two and to solve several conjectures.

Project coordination

Arnaud BODIN (Laboratoire Paul Painlevé - Université Lille 1) – Arnaud.Bodin@math.univ-lille1.fr

The author of this summary is the project coordinator, who is responsible for the content of this summary. The ANR declines any responsibility as for its contents.


Université Lille 1 Laboratoire Paul Painlevé - Université Lille 1

Help of the ANR 90,000 euros
Beginning and duration of the scientific project: October 2012 - 48 Months

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