Lectures: TTh 11-12:15
PHELP 1445
Text:
The textbooks
are: Linear Analysis by
B. Bollobas
(We will need it in November. This is the textbook for
201ABC, and HW problems will be taken from it then.), and
The Elements of Integration and
Lebesgue Measure by
R.G. Bartle (It is not formally required, but it will be good to
have it.).
The main source for 201B-measure theory part will be my
notes,
part 1,
part 2,
part 3,
part 4,
part 5,
part 5+1/2,
part 6
Other References:
A.N.Kolmogorov, S.V.Fomin, Introductory real
analysis (a classics, nice exposition of the abstract part)
W.Rudin, Real and Complex Analysis (contains a lot on the
measure theory part)
A.Shiryaev, Probability (useful for measure theory part)
Prerequisites:
201A,
118ABC Undergraduate Real Analysis. This is important.
You might experience serious difficulties with the course if
you are not comfortable with the material from 118.
It will be useful to
have an undergraduate real analysis textbook
handy. For example "Analysis" by S.R.Lay, or "An Intro to
Analysis" by J.Kirkwood.
Instructor:
Dr Denis Labutin
Phone: (805) 893 3066
Office: SH6715
Office hours: Please, do feel free to look for me in
my office at any time.
However, it might happen that at a
random time moment
I'm
busy with something or out of the office, and am not
be
able to answer your questions.
The "usual" office hours are
TueWedn 12:15-1:30.
Here you can find
the HW, and what and when will be covered.
Grading scheme:
Midterm 30%
Final exam 30%
HW
40%
Homework:
Is due on Thursdays
at the start of the class. For the grade the
worst assignment will be dropped.
Final Exam: a 3 hours exam. We will decide on it
during the first 2-3 weeks
of classes.
Grades will be calculted according to
the following table
100-85=A
84-70=B
70-55=C
55-0=F.
Important Dates:
Midterm1: TBA
Final exam: TBA