While the syllabus evolves slightly depending on the instructor (notable past instructors include Dr. Paul Bamberg and Prof. Haynes Miller), the core of 18.090 revolves around four fundamental pillars. Let’s explore each in detail.
Often cited as the first "true" proof course for many majors. 18.701 (Algebra I): 18.090 introduction to mathematical reasoning mit
Students often ask: "Will I ever prove that the square root of 2 is irrational again in real life?" Probably not. But here is what you will use: While the syllabus evolves slightly depending on the
The primary goal of 18.090 is to teach you how to understand and construct formal mathematical arguments. While many introductory calculus or linear algebra courses focus on solving for a numerical value, this class shifts the focus to why a statement is true and how to prove it definitively. Key Content & Curriculum Let’s explore each in detail
By taking 18.090, students can expect to develop the following skills and takeaways: