**Date & Time:** Monday, August 10, 2015, 15:30-16:30.

**Venue:** Ramanujan Hall

**Title:** Dynamics of semigroups of entire maps in C^k.

**Speaker:** Sayani Bera, IISc Bangalore

**Abstract:** We study some properties of Fatou and Julia sets for a family of
holomorphic endomorphisms of C^k, k >1. In particular, the family we
consider is a semigroup generated by various classes of holomorphic
endomorphisms of C^k. Here we generalize a result from the dynamics of the
iterates single holomorphic function in C^k, which was proved by
Fornaess-Sibony(1998). Also we define recurrent Fatou components in this
setup and give a classification result.