Discrete Mathematics: an Open Introduction

Supported by the National Science Foundation

About this Course

This course is designed to be a companion to Discrete Mathematics: An Open Introduction and was curated by the book's author, Oscar LevinThe problem sets map directly to textbook sections and contain problems drawn from the textbook, as well as supplementary problems.

An updated copy of the book can be downloaded freely here.


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Problem Sets

  1. Edfinity Demo
  2. 0.2 Mathematical Statements
  3. 0.3 Sets
  4. 0.4 Functions
  5. 1.1 Additive and Multiplicative Principles
  6. 1.2 Binomial Coefficients
  7. 1.3 Combinations and Permutations
  8. 1.5 Stars and Bars
  9. 1.6 Advanced Counting Using PIE
  10. Chapter 1 Review
  11. 2.1 Describing Sequences
  12. 2.2 Arithmetic and Geometric Sequences
  13. 2.3 Polynomial Fitting
  14. 2.4 Solving Recurrence Relations
  15. Chapter 2 Review
  16. 3.1 Propositional Logic
  17. Chapter 3 Review

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