The AROMATH seminar will usually happen on Tuesday at 10h30-11h30 every two weeks, except for a few deviations.
The presentations will typically take place at Inria Sophia Antipolis, Byron Blanc 106, and also online.
To join online, at https://cutt.ly/aromath or with a web browser at https://cutt.ly/aromath-web
use meeting ID: 828 5859 7791, passcode: 123
Adam Parusinski -- Equisingular families of surface singularities
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24 September 2019
Consider a family of complex plane curve singularities X_t in C ^ 2 , where t is a complex parameter. There are many well known equivalent criteria that allow us to say that this family is equisingular: topological triviality, Whitney stratification, equiresolution or equi-Puiseux parameterization.
The purpose of this talk is to give an introduction to the next case, the families of surface singularities in C ^ 3 . In order to study them we use generic linear projections, the associated polar curves and discriminant loci.
