MATH 420/507:

Real Analysis I/

Measure Theory and integration


Syllabus, Assignments, and Exams

This course offers a first year graduate real analysis. In this course we will cover subjects such as Sigma-algebras,  Lebesgue measure, Borel measures, measurable functions, integration, convergence theorems, signed measures,  Lebesgue-Radon-Nikodym differentiation,   Lp spaces,  Holder and Minkowski inequalities.

11/2/2011 -  Final exam will be on Tuesday Dec 13th from 10am--1pm in
                    Room MATH 104
10/28/2011 - Fourth assignment posted.
10/14/2011 - Third assignment posted.
09/30/2011 - Second assignment posted.
09/16/2011 - First assignment posted.
08/28/2011 - Website Created.
08/28/2011 - First lecture on Wednesday Sep 7th.


Prof. Mahta Khosravi

Office Hours

Mondays 1pm- 2pm, Wednesdays and Fridays  10 am - 11am (MATH 219)
(or by appointment).

Time and Location:

MWF 9:00am - 10:00am (LSK 462)

A score of 68% or higher in MATH 321.


“Real Analysis, Modern Techniques and Their Applications, Second edition.”
by G. B. Folland. Chapters I, II, III,VI

Homework and Exams:

Homework problems will be posted regularly on the course website.
In addition, there will be a final. You total score will be a weighted average of your homework and final scores, with the breakdown as follows:

50% on the Homework
50% on the Final Exam

This page last modified Sun Jan 4 11:30pm 2009