MATH 853: Functional
Analysis 2
Syllabus - Spring 2006
Instructor: Marianne Korten
Office: Cardwell 234, 532-0567
Exercises meetings and office hours:
TBA.
Textbook: Analyse
Fonctionnelle, Haim Brezis, Dunod. Also available from amazon.fr or
amazon.ca.
I will also use a number of
classics to assign homework from, a sample of authors is
Wheeden-Zygmund,
Rudin, Kolmogorov-Fomin, Cotlar-Cignoli, Gilbarg-Trudinger (most of
them are available in the library),
and what else comes in handy.
Course description:
This semester we will cover chapters VI to X of Brezis book. We will
leave capters VII and X (PDE applications)
for the end of the semester and might not cover them. I might also work
a lot from Gilbarg-Trudinger's book (Chapter 7)
(call # QA377 .G49 and QA377
.G49 1883, located in Hale library) when covering Sobolev
spaces.
Grading policy:
Attendance and participation are requiered. You are expected to
complete the homework you will be assigned regularly,
and not fall behind, although it will not be collected nor graded.
There will be one midterm and one final. Final grades will be
based on witten work and as follows: 50% for the midterm,
50% for
the final. Some homework exercises will reappear in the midterm and the
final (!).
Here I will post your (roughly weekly) assignments.