[raissy]

Jasmin Raissy

Professeur, Université de Bordeaux

Email: jasmin.raissy AT math.u-bordeaux.fr

Available papers (13):

• F. Bracci - J. Raissy - B. Stensønes (Submitted Paper: arXiv:1703.08423 [math.CV])
  Automorphisms of C^2 with an invariant non-recurrent attracting Fatou component biholomorphic to CxC^* (2017)
• H. Peters - J. Raissy (Accepted Paper: Ergodic Theory Dynam. Systems)
  Fatou components of elliptic polynomial skew products (2017)
• M. Arizzi - J. Raissy (Princeton Math. Ser. (Frontiers in complex dynamics))
  On Écalle-Hakim's theorems in holomorphic dynamics (2016)
• M. Astorg - X. Buff - R. Dujardin - H. Peters - J. Raissy (Ann. of Math. (2))
  A two-dimensional polynomial mapping with a wandering Fatou component (2016)
• M. Abate - J. Raissy (Contemp. Math. (Complex analysis and dynamical systems VI. Part 2))
  Common boundary regular fixed points for holomorphic semigroups in strongly convex domains (2016)
• M. Abate - J. Raissy (Trans. Amer. Math. Soc.)
  A Julia-Wolff-Carathéodory theorem for infinitesimal generators in the unit ball (2016)
• J. Raissy (Published Online: Boll. Unione Mat. Ital.)
  Polynomial skew-products in dimension 2: bulging and wandering Fatou components (2016)
• J. Raissy (Springer Proc. Math. Stat. (Complex analysis and geometry))
  The Julia-Wolff-Carathéodory theorem and its generalizations (2015)
• M. Abate - J. Raissy (Ann. Mat. Pura Appl. (4))
  Wolff-Denjoy theorems in nonsmooth convex domains (2014)
• M. Abate - J. Raissy (Discrete Contin. Dyn. Syst.)
  Formal Poincaré-Dulac renormalization for holomorphic germs (2013)
• F. Bracci - J. Raissy - D. Zaitsev (Int. Math. Res. Not. IMRN)
  Dynamics of multi-resonant biholomorphisms (2013)
• J. Raissy (J. Geom. Anal.)
  Holomorphic linearization of commuting germs of holomorphic maps (2013)
• J. Raissy - L. Vivas (Math. Res. Lett.)
  Dynamics of two-resonant biholomorphisms (2013)

Seminars:

• 16 jan 2018: Automorphisms of $\mathbb{C}^2$ with an invariant Fatou component biholomorphic to $\mathbb{C}\times\mathbb{C}^*$.
• 10 nov 2014: A two-dimensional polynomial map with a wandering Fatou component