Properties of integers, divisibility, and prime numbers.
It offers dedicated time to practice writing and analyzing mathematical arguments.
Students must have completed 18.01 (Single Variable Calculus) .
Recent instructors include Semyon Dyatlov , Bjorn Poonen, and Paul Seidel. II. Educational Objectives 18.090 introduction to mathematical reasoning mit
Are you planning to take this course , or searching for independent study resources (like OCW)?
): Assuming a statement is false and showing that this assumption leads to an impossible logical paradox.
A key feature of 18.090 is its accessibility. The course has ; you can enroll regardless of your previous proof experience. Properties of integers, divisibility, and prime numbers
You'll apply these new proof techniques in fundamental algebraic contexts:
Traditionally a 12-unit course (3-0-9) offered in the Spring term .
: Lectures are generally held twice a week (e.g., Tuesdays/Thursdays) with additional recitation sessions. Paul Seidel - MIT Mathematics Recent instructors include Semyon Dyatlov , Bjorn Poonen,
is an MIT course designed to bridge the gap between calculation-based mathematics (like standard calculus) and the rigorous, proof-oriented world of advanced math. Course Overview
According to the MIT Course Catalog, 18.090 emphasizes active participation and developing skill in constructing arguments 3.2.2.