This is the **syllabus** for Topology Math 366. Here you'll find information on prerequisites, grading policy, homework, study resources, exam dates and a tentative course schedule.

__Instructor__

#### Classroom

__Your daily attendance is required__. You are expected to come to class daily, to be fully awake, to pay attention and to participate.

#### Prerequisites

You need either:

#### Course Webpage

#### Textbook

The (required) textbook we will use for this course is**by Adams & Franzosa.**

__Introduction to Topology - Pure and Applied__#### Office Hours

#### Grading

#### Problem Sets

There will be eight problem sets. In most of the problems your will be writing proofs. As in any higher-level mathematics class, your proofs should be written in complete sentences. The goal of the proof should be to explain not to verify. Pictures and diagrams are encouraged. A selection of problems will be graded. If a problem is to be graded, it will be graded as follows.

You are welcome to work with your classmates on problem sets but your final writeup must be your own.

__Do not look up solutions to the problem in any written form, including the internet__. You are encouraged to ask me questions about the problem sets.

Quizzes will be given frequently. These will be closed book but easy if you read and know the basic definitions and examples.

#### Exams

The exams will be in class, closed book, closed notes, closed friends and open-brained.

#### Course Summary

This will consist of a stream-lined summary of our course.#### Laptops & Phones

Do not use your laptop, phone or electronic media device in class unless instructed to do so.

#### Other Resources

Both free and paid tutoring is available, in the tutoring lab on the 2nd floor of Jamrich.

#### Learning Outcomes

Upon successful completion of this course students will be able to:

*Evaluation of these learning outcomes will be done through a mix of assignments, class exercises, projects, research papers, group work, written & oral quizzes and exams.*

#### Course Description

We will cover the first 7 chapters of the textbook, and various parts of chapters 8-14.

#### Natural Sciences Requirement

This course satisfies the Foundation of Natural Sciences/Mathematics requirement. Students who complete this course should be able to demonstrate a basic understanding of mathematical logic; use mathematics to solve scientific or mathematical problems in college classes; express relationships in the symbolic language of mathematics; and appreciate the role of mathematics in analyzing natural phenomena.

#### University Policies

** Academic Honesty**: Cheating is not only unethical and pathetic, but is a violation of the Northern Michigan University Student Code and University Policy and grounds for your dismissal from the University.

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** Americans with Disabilities Act Statement**:
If you have a need for disability-related accommodations or services, please inform the Coordinator of Disability Services in the Dean of Students Office at 2001 C. B. Hedgcock Building (227-1737 or disserv@nmu.edu). Reasonable and effective accommodations and services will be provided to students if requests are made in a timely manner, with appropriate documentation, in accordance with federal, state, and University guidelines.

** The Registrar**: Withdrawing from any course or any matters relating to registration are the responsibility of the student. For more information regarding this topic, check out the Registrars Website.