March 30: Good Friday (University Closed)

April 1: Easter Sunday (University Closed)

Eric Schippers

Date: | Friday, March 28, 2008 |
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Holomorphic mappings can often be represented as operators on Hilbert spaces. Thus function theory provides examples of operators, and conversely the operator representation can shed light on the family of mappings.

I will outline some basic results about operator representations of families of injective holomorphic functions. The condition that the maps be injective can be expressed as a simple operator inequality. This talk is an overview; proofs and technical details will be minimized.

Important Dates

March 30: Good Friday (University Closed)

April 1: Easter Sunday (University Closed)

Upcoming Seminars

Colloquium talk:

**Hadrien Montanelli**:
*Pattern formation on the sphere*

Friday, March 23 at 14:30,
418 Machray Hall.

Rings and Modules seminar:

**T. Kucera**:
*Saturated Free Algebras and Almost Indiscernible Theories I*

Tuesday, March 27 at 14:40,
418 Machray Hall.

Colloquium talk:

**James Watmough**:
*Dispersal heterogeneity and the spreading speeds of marine invasions*

Thursday, March 29 at 15:30,
415 Machray Hall.

Rings and Modules seminar:

**T. Kucera**:
*Saturated Free Algebras and Almost Indiscernible Theories II*

Tuesday, April 3 at 14:40,
418 Machray Hall.