Math 8801, Fall '05
Last changed: Nov 25, 2005.
The course meets 3 hours a week: 1:25pm-2:15pm MWF, NOW in VinH 301.
The TEXT is Functional Analysis, by Walter Rudin,
Second Edition, ISBN 0-07-054236-8
Office Hours: 10:30am - noon, MWF; "on demand": just after? class.
Otherwise, by appointment -- or call 5-3855 to see if I'm in and available.
Announcements, hints, "news"
will go here...
Links to PDF documents
NEWS Nov 25: Assignments have been updated: Assignment 5,
which will serve as the Final Exam. It's due Dec 19 at 3:30pm.
NEWS Nov 2: Assignments have been updated: Assignment 4.
NEWS Oct 31: A PDF note on the induction in Rudin's proof
of the Open Mapping Theorem is posted.
NEWS Oct 12: Assignments have been updated, and
include Assignment 3 as well as Further Problem 3. A link to
the Recursion Theorem has been added too.
NEWS Oct 2: For Further Problem 2, please note
that the neighborhoods U_{n,t} do not by
themselves determine the topology on \real^\nat.
Instead, they form a sub-base , namely a collection
whose extension to the collection of all finite intersections of
sub-base members forms the base.
NEWS Sept 26: The Assignment page is updated.
NEWS Sept 6: The Assignment page is now current.
We will begin with some notes on Hilbert spaces, for these are the easiest
abstraction of Euclidean n-space. The link to these notes is below.
NEWS Aug 8a: The Syllabus is now current.
Here's a link to the Fall '00 Math 8801 Web site.
The Syllabus and Assignment links below are, for now, from Fall '00.
Later NEWS items will reflect updates.
Links, if any, to other Web pages or documents related to this course will go
here.
PDF documents
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from Adobe Systems.
Math
8801 Syllabus.
Math 8801 assignments.11/2
The induction in 2.10.
Hilbert space notes.
The Recursion Theorem is (10), page 4 10/12
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