Introduction to Point Set Topology | Chapter 1 | 3 weeks |
Vector Fields | Chapter 2 | 4 weeks |
Midterm Exam | Wednesday, March 4 (Note change of date.) | |
The Jordan Curve Theorem | Chapter 3 | 4 weeks |
Spring Break | March 16 - 21 | |
Classification of Surfaces | Chapter 4 | 3 weeks |
Final Exam | Friday, May 1 | 8 - 10:30 in 117 State Hall |
First, READ THE BOOK . You should read each section before we talk about it in class, then again after class, before doing the homework for the section. You should read it several times. First, quickly, for an overall idea what the section is about, then in detail, working out the examples the book uses to make sure you know why each statement is true. In this second pass, make a note of any statements you are not certain about after spending a couple of minutes working on them. Then, in your third pass, go back and work hard on the points that weren't clear in the second pass. Only after this should you start the homework. You may be pleasantly surprised how much easier the homework is with this sort of preparation. You will certainly understand the material and retain more of it, if you study in this way.
Second, you will be responsible for material covered in class, whether it is in the book or not. For example, in the first section, the author refers to disks. We will call these $2-disks$ to emphasize that they are 2 dimensional objects.
Regular homework will be assigned and graded. Homework is due at the start of class on the assigned due date. Late homework will not be accepted more than once. That is, the first time it happens I will accept it, but not again.
Grades will be computed as follows:
Homework | 40 % |
Midterm | 20 % |
Final | 40 % |
Please refer to the SDS website for further information about students with disabilities and the services we provide for students: http://studentdisability.wayne.edu/.