**"On Regular Measures"**

By

**Abstract:
**In the general
theory of orthogonal polynomials, a measure on the complex plane is
called *regular* (in Stahl-Totic sense) if the
sequence of orthonormal ( with respect to this measure)
polynomials has a regular asymptotic behavior in the sense of
Potential Theory. We give a short review
of the subject and consider model examples of regular and

irregular measures.

**Date: ****Tuesday, February 11, 2014**

**Time: ****15:40**

**Place: ****Mathematics Seminar Room,
SA-141**

Tea and cookies will be served before the
seminar.