CSCI 2400 Fall 2022

Last modified: 8/20/2022

This is a course on elementary discrete mathematics. See the syllabus, which includes the following sections.

MW 9:30–9:50pm

MW 11:00–11:50pm

MW 1:30–1:50pm

or by appointment

There are three textbooks.

Discrete Mathematics, by ZyBooks, offers an introduction to discrete mathematics through solving simple problems. It is an excellent way to learn, and is a useful introduction. But it does not cover all of the material that this course is required to cover, and does not offer sufficient depth in what it does cover, for it to be the only textbook.

Start each topic with this book. Read the assigned chapters and work the problems.
Discrete Mathematics and Its Applications Kenneth H. Rosen, 8th Edition McGraw Hill, is a book that offers thorough coverage of discrete mathematics. It is more difficult to follow than the ZyBooks book, but if you read it after the lecture, you should be able to make sense of it.
Roughly the first half of this course is concerned with logic and proofs. Proofs: A Long-Form Mathematics Textbook, by Jay Cummings, offers a gentle introduction to proofs. This is the discrete mathematics version (ISBN-13 number 979-8595265973), not the real analysis version.

There will be four quizzes. They will be administered in class and will take the entire 50 minutes.