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This course is the bridge from computational calculus to rigorous proof-based mathematics. It covers logic, sets, functions, proof techniques (induction, contradiction), and basic number theory/analysis.
MIT 18.090: Introduction to Mathematical Reasoning For many students arriving at MIT, mathematics has been a journey of calculation—solving for 18.090 introduction to mathematical reasoning mit
Direct proof, contradiction, induction, or strong induction applied to number theory (e.g., the infinitude of primes). Algebraic Concepts: Permutations, fields, or the properties of vector spaces. Convergence of real number sequences using definitions. 2. Structure Your Mathematical Paper This course is the bridge from computational calculus
Taking a class at the MIT Department of Mathematics means facing a significant jump in difficulty from high school. Students often report: proof techniques (induction
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This course is the bridge from computational calculus to rigorous proof-based mathematics. It covers logic, sets, functions, proof techniques (induction, contradiction), and basic number theory/analysis.
MIT 18.090: Introduction to Mathematical Reasoning For many students arriving at MIT, mathematics has been a journey of calculation—solving for
Direct proof, contradiction, induction, or strong induction applied to number theory (e.g., the infinitude of primes). Algebraic Concepts: Permutations, fields, or the properties of vector spaces. Convergence of real number sequences using definitions. 2. Structure Your Mathematical Paper
Taking a class at the MIT Department of Mathematics means facing a significant jump in difficulty from high school. Students often report:
Download Windows executable and try it now with a free 30-day trial.
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