On numerical radius of a bounded operator on a Hilbert space – 2

Speaker : Somnath Hazra

Date : 2nd December, 2014 (Tuesday)

Time : 09:15 pm – 10:15 pm

Venue : Lecture Hall I, Department of Mathematics

Abstract: This talk will be an extension of previous talk. We will discuss numerical radius and some properties of numerical radius. Numerical radius of a bounded operator $A$ defined on a Hilbert space $\mathbb{H}$, is the supremum of the modulus of the elements in numerical range.

Area: Functional Analysis