J. Gwozdziewicz 

Title: Invariance of the Jacobian Newton diagram

Abstract: 

While studying local analytic mappings  (f,g) : (C^2,0) --> (C^2,0)  two objects play an important rôle.
These are the jacobian curve describing the set of critical values and the discriminant curve which 
describes the set of critical values.  
During my talk I will show that the Newton diagram of the discriminant curve of a mapping
(f,g) : (C^2,0) --> (C^2,0) depends only on the equisingularity class of curves f(x,y)=0, g(x,y)=0.