HSEM2512H: The Mathematics of Elections and Social Choice

3 CreditsHonorsInternship/Co-opMathematical ThinkingTopics Course

This course will focus on the mathematics behind Voting Theory, apportionment, and fair division. Whether it is choosing a student association representative or ranking NCAA sports teams, there are a variety of selection methods that could be employed, but which is best? This course will use mathematics to study the strengths and weaknesses of different ways to tally votes or hold an election. Voting methods to be studied include single ballot vs instant-runoff (also known as a ranked-choice), as well as point-based rankings.This course will also explore the mathematics behind apportionment (and how it can lead to paradoxes), and how mathematics is used to evaluate the fairness of congressional districts in the context of gerrymandering. Finally, we will investigate ways to measure power differences between coalitions, and how to approach problems of fair-division like rent-sharing.

View on University Catalog

All Instructors

A Average (3.965)Most Common: A (85%)

This total also includes data from semesters with unknown instructors.

20 students
WFDCBA
  • 4.23

    /5

    Recommend
  • 4.18

    /5

    Effort
  • 4.35

    /5

    Understanding
  • 3.71

    /5

    Interesting
  • 4.06

    /5

    Activities


      Contribute on our Github

      Gopher Grades is maintained by Social Coding with data from Summer 2017 to Spring 2024 provided by the Office of Institutional Data and Research

      Privacy Policy