CHARLES FAVRE

Research	Teaching	Free resources	Archive (past conferences)

Master course Hefei (10 - 12/2022): Surface de Riemann


A book written in collaboration with Thomas Gauthier: The arithmetic of dynamical polynomial pairs


Reading seminar (2022-23) : length spectrum of rational maps.

• Thurston's rigidity theorem (M. Lyubich)


• Polynomial dynamical pairs (R. Ramadas and L. Vivas)


• Classification of Special Curves and Heights. I (C. Favre)


• Classification of Special Curves and Heights. II(C. Favre)


• Rigidity of the Bifurcation Locus (L. Geyer and D. Meyer)


• Realization of Polynomial Portraits (M. Hlushchanka and A. Iseli)


• Classification of Special Curves (C. Favre)

• Géométrie (X)
  
• DynamiX
  
• Analyse et géométrie complexe (IMJ)
• Géométrie algébrique (IMJ)
• Séminaire de singularités (IMJ)
  
• Online Seminar on Algebraic and Complex Dynamics (Beijing-Taipei)
  
• ADIOS (online seminar)