MAT 4213.901
Spring 2006

Real Analysis  

Course:             MAT 4213.901, Real Analysis
Call Number:   24008
Prerequisite:     MAT 3213 (Foundations of Analysis)
Room:               BV 3.306  
Time:                Monday, Wednesday, and Friday, 10:00 – 10:50am
Text:                 Introduction to Real Analysis by Robert G. Bartle and
                        Donald R. Sherbert, 3^rd edition, John Wiley & Sons, Inc. 2000
Instructor:       Dr. Gregory P. Wene
                         Office: FS 4.412                      458-2927
                         Hours: MWF 9:00 - 9:45 am
                          e-mail: gwene@utsa.edu

Attendance:    Your regular attendance is desired.

Grade:           Midterm exams:        60%
                         Homework:                   20%
                         Final:                            20%

Midterm exams will be given on Friday, February 24 and Friday, April 7. There is NO make up for any missed quizzes or midterm exams. If a midterm exam is missed for medical reason or other reason beyond the student's control (verifiable), then the final exam score may be used as a substitute to replace the missing grade.

Homework:         A list of exercises is attached; once I have lectured upon the material you will be responsible for the homework. I will collect homework each Monday.

Drop Date:     Tuesday, March 28, is the last day to drop a course
                       and receive an automatic grade of` ``W”.

Final:             Wednesday, May 10, 2006, 7:30 am – 10:15 am.

Purpose:         This course provides an introduction to continuous functions, uniform continuity, the theory of differentiation, applications of the derivative to properties of functions, antiderivatives, the Riemann integral and the connection between differentiation and integration.

Scope:            We will do Chapter 3 (Sequence and Series), Chapter 4 (Limits), Chapter 5 (Continuous Functions), Chapter 6 (DIfferentiation) and Chapter 7 (The Reimann Integral) of the text. The student is expected to do all assigned exercises. Mathematics is not a spectator sport.