MATH 350 -- FALL 2009

Syllabus

General Information:

Text  Book: James Kirkwood, Introduction to Real Analysis
Office Hours: MW 1600-1700

Grading:

The course will have two midterms and a final. Homework will be assigned on a weekly basis and corrected. The final grade will be computed as follows
Exam 1:    25
Exam 2:    25
Final:        40
HW:          10


90 or more will guarantee you an A, 80 will guarantee a B, 70 a C etc.
There will be no +/- in the final grade.

Reading Assignments:

Students will read through the material in the book before it is covered in class and come armed with questions. The class time is mainly devoted to clear up the confusion the book creates.

Proofs:

This is the real subject of the class. You will become particularly familiar with the Greek letter epsilon. The single Student Learning Outcome for this class is to become proficient in reading and writing proofs in analysis.

Contents:

  1. The real numbers as a complete ordered field.

  2. The topology of the real numbers.

  3. Sequences of real numbers and their limits.

  4. Continuous functions.

  5. Differentiability

  6. The Riemann Integral

Lecture Notes:

Part 1:

Solutions to Assignment 4;

These lecturenotes are typeset in LaTeX, a free program that allows the easy input of the most complicated formulas. If you are interested in a career in Mathematics you should get familiar with this important tool.