Discrete Mathematics

Suppose you are developing schedules for referees at a soccer game and want to avoid conflicts between referee times. How could you ensure that there are no schedule conflicts? Scenarios like this are addressed through combinatorics and graph theory, in other words, discrete mathematics! Investigate how the math of combinatorics allows you to count things that are much too large to be counted conventionally. Explore how to solve real-world puzzles or explain the food chain through graph theory. Use discrete structures such as set theory, probability, logic, and statistics to learn different approaches to problem-solving. Solutions to our world’s most challenging problems may not be as discrete as you think!

*Gifted course, see Admissions Criteria for eligibility requirements.

Learning Outcomes

Upon completing this course, students will be able to:

1. Understand the fundamentals of combinatorics and graph theory.
2. Develop problem-solving skills using discrete mathematics.
3. Apply graph theory to real-world scenarios.
4. Enhance mathematical thinking and analytical skills.
5. Use discrete mathematics for real-world applications.

Note: Information is subject to change as instructors finalize course content and syllabi.