R E A L    A N A L Y S I S:   M a t h  8 6 0 1,  Fall  2 0 0 3

 Last Changed     December 15, 2003

This is the main page for Math 8601; links to any other pages associated with Math 8601 will be here.

The course meets at 12:20pm MWF, in Vincent Hall 2.
Instructor: Max Jodeit ("Yodite") VinH 258, 5-3855, jodeit@math.umn.edu
Office hours: 1:30 - 2:20 MWF, or by appointment. Or call 5-3855 to see if I'm available.

News and Announcements

NEWS Dec 29:  Here's a link to the Spring '04 Math 8602 Web page.

Happy New Year!

NEWS Dec 15: Dec. 16 I'll try to be at my office by 12:30pm.
You can pick up papers before 1:20 sharp.
Except for Further Problem 6 (scored, but not read thoroughly!)

NEWS Dec 14: More Final Exam questions

NEWS Dec 13A: A link to a list of questions from Tests 1 and 2 is new.
Another link: The question about Ch 3 # 14.

NEWS Dec 12: The section below on questions about Test 1
has been changed to questions about the Final.



Final Exam Announcements: 12/14 Look here for questions and answers
about the Final Exam, Tuesday Dec. 16, 1:30-3:30 in VinH 20.
Note: Questions answered in class will not appear here, in general.

3) The book gives a definition of locally integrable. You gave a different
definition on Further Problem #7. May we use either definition?
** Yes. The definitions are "clearly" equivalent.

2) How much of Sec 5.4 (Riemann-Stieljes Intgral and Lp spaces) and Sec 7.5
are we responsible for?
** What you had to know to do the HW problems.

1) will we have to know the Theorems and Lemmas in Chapter 7 about
absolutely continuous functions of one variable?
** No. But know definitions and related HW.


Old News.  12/12




The links below are to PDF documents, which require Adobe Acrobat Reader.

Math 8601     Assignments 12/3    Syllabus,

    On a question about Ch 3 # 14.  12/13A

    The questions on Tests 1 and 2  12/13A

    A proof of the Simple Vitali Lemma  11/26

    A solution for Further Problem 5  11/23

    Replacement for (5.1), (5.2); ver. 2  11/8

    Linear maps and outer measure; applied to coord. changes  11/8

    A "Clearly" on p 33  9/26

    Baby Riesz Representation  9/22

    Axioms for the Real Numbers   9/3

    The Recursion Theorem: proof & example.  11/23

    Notes for Oct. 3   10/2

    Notes for Oct. 1   9/30

    Notes for Sept. 29   9/28

    Partial notes for Sept. 24   9/23

    Notes for Sept. 22 - 1   9/21

    Notes for Sept. 22 - 2   9/21

    Notes for Sept. 22 - 3   9/21

    Notes for Sept. 22 - 4   9/21

    Notes for Sept. 22 - 5   9/21

Follow this link to download the latest Acrobat Reader from Adobe at no charge. "Express" URL

If you have questions, please call Prof. Max Jodeit at 625-3855, or send e-mail to: jodeit@math.umn.edu.

When I answer your questions by email, I'll use (almost) TeX notation to send math symbols. You can look at the page on
reading my "math by e-mail"   to help translate (and start learning TeX too!).

 

Jodeit's Home Page
Mathematics Home Page