Math 6321
Functions of a Real
Variable (II)
Spring 2018
Announcements:
- The final exam will take place in the regular
lecture room from 8-11am on Wednesday, May 9
(the university-scheduled final exam time).
- The midterm test will take place in class
on Wednesday, March 21.
Instructor: Vaughn
Climenhaga
- Office: 665 PGH
- Office hours: Monday 10-10:50am,
Wednesday 1-1:50pm
- Email: climenha [at] math.uh.edu
Course information:
- Lectures: MWF, 9-9:50am, SEC 201
- Textbook: Real Analysis for
Graduate Students, by Richard F. Bass
- Supplementary text (optional): Real
Analysis: Modern Techniques and Their
Applications, by Gerald B. Folland.
- I have the second edition of both texts, but
you can use any edition you can get your hands
on.
- Course
syllabus
This course continues the introduction to modern
real analysis, particularly the study of measures,
Lebesgue integration, and Lp
spaces. As part of the course, we will
encounter elements of functional analysis, Fourier
analysis, ergodic theory, and probability theory.
The prerequisite for this course is Math 6320, of
which this is a continuation. Exceptions to
this may be made at my discretion.
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Review of
material from 6320
Homework assignments
HW 1 (due Mon,
Jan 29)
HW 2 (due Wed, Feb
7)
HW 3 (due Wed, Feb
21)
HW 4 (due Wed, Mar
7)
HW 5 (due Wed, Mar
28)
HW 6 (due Wed, Apr
11)
HW 7 (due Fri, Apr
27)
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