Assignment 1 has been released, and can be obtained by clicking on the image or on this link. It will be due on January 21st at 11:00pm. Solutions can be submitted either electronically (cc’ing both firstname.lastname@example.org and email@example.com), or physically either in class or outside 215 Smith Hall. (Note that Smith Hall is typically locked in the evening, so if you want to submit physically you should plan to do so a bit earlier!) Solutions will be graded not only on correctness, but also on legibility and quality of exposition—part of our goal this term is to help you become better mathematical communicators; solving problems in a vacuum helps nobody. We will take points off for terrible handwriting—for those of you who suffer from this affliction, we strongly suggest you use $\LaTeX$. Please make sure to put both your name and your Andrew ID on your submission.
The coding portion of this assignment is forthcoming—basically you will just need to get the code skeleton up and running on your machine, and we will be glad to assist you (potentially in a recitation session).
If you don’t know where to get started with some of these proofs, just ask! We are glad to provide further hints, suggestions, and guidance either here on the website, via email, or in person. Office hours are still TBD, but let us know if you’d like to arrange an individual meeting. Also, don’t be afraid to chat with your classmates—you will learn much more together than you will in isolation.