The backward shift on Dirichlet-type spaces

When
Start: 09/17/2007 - 3:15pm
End  : 09/17/2007 - 4:15pm

Category
Colloquium

Speaker
Stephan Garcia (Pomona College)

Abstract

The Dirichlet-type spaces are Hilbert spaces of analytic functions on the unit disk which encompass many of the standard spaces (e.g., Hardy, Bergman, Dirichlet). We discuss a few aspects of the backward shift operator (i.e., shift the sequence of Taylor coefficients backward one step) on these spaces. This talk will be mostly expository (i.e., no difficult proofs) and is aimed at introducing these fascinating spaces to general analysts.

Where
Davidson Lecture Hall at Claremont McKenna College

Misc. Information

Direction:
To reach Claremont McKenna College (CMC) from the 10 freeway, exit at Indian Hill, go north, turn right (east) on 10th street and proceed to Columbia, take a right on Columbia, and then left on 9th: CMC is on your right, and Davidson Lecture Hall is on the lower level of Adams Hall. To reach CMC from the 210 freeway, if traveling east, exit at Towne Avenue, turn right (south) on Towne, turn left (east) on Foothill Blvd, and turn right (south) onto Dartmouth Avenue. If traveling West on the 210 freeway, exit at Baseline/Padua, turn right (west) onto Baseline, turn left (south) onto Padua at the first light, turn right (west) onto Foothill Blvd at the third light, turn left (south) onto Dartmouth Avenue. For a map of the area, go on Google Maps, and search for the address 850 Columbia Avenue, Claremont, CA 91711. Parking on many streets near the campus is free (for instance, on Dartmouth Avenue, College Avenue, etc.)