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Math 409.501
Advanced Calculus I
Course Information
From the catalog: axioms of the real number system; points set theory
of R1; compactness, completeness, and connectedness; continuity
and uniform continuity; sequences, series; theory of Riemann
integration. This term the course will cover the one-dimensional
theory of differential and integral calculus. A list of topics can be
found in the table of Contents for Chapters 1-4 in the text.
The text is Fundamental Ideas of Analysis by Michael Reed, John
Wiley & Sons, Inc. 1998. Prerequisites for the course are Math 220 and
Math 221, or equivalent, or consent of the instructor.
Jon Pitts
Office: MILN 312
Email: jpitts@math.tamu.edu
URL:
http://www.math.tamu.edu/~jon.pitts/
Class meets TR 8:00-9:15 in ENPH 212.
Revised office hours are M 8:15-9:15, R 9:30-10:30 and by appointment.
Teaching assistant office hours are F 1:00-2:00 in MILN 013.
Help Sessions meet MW 8pm-10pm in ENPH 215, T 12:30-1:30 in BLOC 624.
Students with disabilities can get assistance from the Office of
Services for Students with Disabilities (845-1637).
Course grades will be awarded as follows: A (90-100%), B (80-89%), C
(70-79%), D (60-69%), F (59% or less). Semester scores will be
determined on the following basis:
- Classwork score (20%) (including both homework and class
participation). Problem sets will be regularly assigned and
collected. You may form groups of at most three persons and turn in
joint copy.
- Two major examinations (25% each), scheduled for October 12 and
November 14.
- Comprehensive final examination (30%), scheduled for 1-3pm,
December 11.
Make-ups are governed by university regulations.
A copy of this information sheet is available in
PDF format.
Math 409: Advanced Calculus I
Created August 28, 2000. Last modified December 7, 2000.
URL:
http://www.math.tamu.edu/~jon.pitts/courses/2000c/409/
Copyright ©2000 by
Jon T. Pitts