Speaker : Kartick Adhikari
Date : 21st October, 2014 (Tuesday)
Time : 09:15 pm – 10:15 pm
Venue : Lecture Hall I, Department of Mathematics
Abstract: Let and be a probability measure such that . Consider the total energy due to the measure . We are interested to find the measure for which total energy is minimized and supported in . We will address the existence and uniqueness of this measure (Equilibrium measure). We will discuss about capacity of a region in the complex plane. Finally we will introduce the notion of weighted equilibrium measure and weighted capacity for a region in the complex plane.
Area: Probability Theory