MATH 312---Autumn, 2009
Analysis I: Measure, Integration, and Probability
MWF 11:30 -- 12:20, 206 Eckhart
Greg Lawler , 415 Eckhart,
e-mail: lawler at math.uchicago.edu
Grader: Catalin Carstea
Text
Rudin, Real and Complex Analysis
Notes on Probability,
This is the first quarter of a three-quarter sequence on
real and complex analysis intended primarily for first-year
graduate students in the department of mathematics (but is open to
all students with the appropriate background and mathematical
maturity). Lectures on Mondays and Wednesdays
will cover the material in the
first half of Rudin's book and Friday lectures will be on
probability.
There will be weekly homework exercises due on Wednesdays. That
assignment will cover material from the lectures of the previous
week. There will also be a large problem set at the end of
the semester that will serve as a final exam. The final problem
set will
be due Wednesday, December 9 at noon.
Students may work together on homework exercises EXCEPT FOR THE FINAL
PROBLEM SET WHICH MUST BE INDIVIDUAL
WORK, but must write-up their work separately.
IMPORTANT NOTE: As mentioned in class,
there will be no class the week of November 2. However,
there is an assignment due for the week.
Problems sets will be posted when available.
Problem Set 1 (due Oct 7)
Problem Set 2 (due Oct 14)
Problem Set 3 (due Oct 21)
Problem Set 4 (due Oct 28)
Problem Set 5 (due Nov 4)
Problem Set 6 (due Nov 11)
Problem Set 7 (due Nov 18)
Problem Set 8 (due Nov 25)
Problem Set 9 (due Dec 2)
FINAL PROBLEM SET (due Dec. 9)