MATH 535: General Topology (Fall 2017)

Table of Contents

Basic information

Course meets
TR 1:30–2:50 p.m. in 207 Psychology Lab.
Instructor: James Pascaleff
Office: 341B Illini Hall
Office hours: W 3:00–5:00 p.m.
None (logically speaking). If you are concerned whether this course is right for you, please contact the instructor by e-mail.
Recommended Text
Topology by J.R. Munkres.
Midterm exam: October 12, in class.
Final exam: Date and time to be determined.

Detailed schedule and homework assignments

Follow this link for the detailed schedule including topics, lecture notes, and homework.

Viewing scores

You can view your homework scores by following this link.

Homework policies

Homework will be due periodically throughout the semester. You should expect 10 assignments total, or approximately one assignment every one and a half weeks.

Please pay attention to the due date for each assignment. On days that homework is due, please turn in your homework in class.

The lowest homework score will be dropped. This means, for instance, that you can miss one homework without penalty.

While students are encouraged to ask questions, share ideas, and work together to solve the homework problems, each student must write up their solutions themselves in their own words.

Grading policies

Grades will be based on homework, the midterm exam, and the final exam, with percentages as follows:


Homework Grader: Elliot Kaplan (

Piazza forum

There is a Piazza forum for this course. Students may use this forum to discuss the course material, including the homework problems. While discussion of homework problems is allowed, users of the forum should refrain from posting complete or near-complete solutions to the problems. It is appropriate, however, to post suggestions, hints, or references to the relevant parts of the textbook or lecture notes.

Use of the forum is optional. You can sign up for the forum at You can use any email address, making it possible to use the forum pseudonymously if you prefer.

Course Description

This course is an introduction to point set topology, a foundational topic for much of modern mathematics, particularly analysis and other flavors of topology. In the last part of the course, we will also cover the fundamental group, the most basic algebraic topological invariant.

List of topics:

Recommended text: Topology by J.R. Munkres.