- Johan TAFLIN
-
Université de Bourgogne
Institut de Mathématiques de Bourgogne,
Faculté des Sciences Mirande,
9 avenue Alain Savary,
21000 Dijon, FranceTel: +33.3.80.39.58.64
Courriel: johan.taflin at u-bourgogne.fr
Current Position
Since October 2012, I am Maître de Conférences at the Université de Bourgogne, in the Institut de Mathématiques de Bourgogne. My areas of research are complex dynamics in several variables and pluripotential theory. I received my doctorate degree from University Paris 6 (UPMC) under the supervision of Tien-Cuong Dinh. Here is a short CV.
Publications
- Invariant elliptic curves as attractors in the projective plane J. Geom. Anal., 20(1):219-225, 2010
- Equidistribution speed towards the green current for endomorphisms of P^k. Adv. Math., 227:2059-2081, 2011 .
- Vitesse d'équidistribution vers le courant de Green pour les endomorphismes de P^k. C. R. Acad. Sci. Paris, 349:515-517, 2011. Version pdf
- Speed of convergence towards attracting sets for endomorphisms of P^k. Indiana Univ. Math. Journal, 62:33-44, 2013. Version pdf
- Codimension one attracting sets in P^k. with Sandrine Daurat. Ergodic Theory and Dynam. Systems, 38:63–80, 2018. Version pdf
- Bifurcations in the elementary Desboves family. with Fabrizio Bianchi. Proc. Amer. Math. Soc., 145:4337-4343, 2017. Version pdf
- Attracting Currents and Equilibrium Measures for Quasi-attractors of P^k. Invent. math., 213:83-137, 2018. Version pdf
- Blenders near polynomial product maps of C^2. Journal of the European Math. Soc., 23:3555-3589, 2021. Version pdf
- Dynamics of fibered endomorphisms of P^k. with Christophe Dupont, Ann. Scuola Normale Sup. Pisa, (5)22:53-78, 2021. Version pdf
- On chain recurrence classes of endomorphisms of P^k. Proc. Amer. Math. Soc., to appear, 2021 Version pdf
- Sparsity of postcritically finite maps of P^k and beyond: A complex analytic approach. with Thomas Gauthier and Gabriel Vigny, preprint Version pdf
The first two articles are included in my thesis.