Mathematics appears in scores of political contexts that college students, high-schoolers, and even younger students can understand. Subjects like voting, apportionment, and gerrymandering are accessible and perfect for transdisciplinary learning since they occupy a unique place in the intersection of mathematics, statistics, computer science, political science, economics, and history. These topics have unparalleled import on democracy while being conspicuously absent from our schools.
One of IMD’s goals is to remedy this problem. We develop curricula, train teachers, and create teaching modules that foster both political quantitative literacy and the understanding of how mathematics governs many democratic processes.
Contact us to learn how IMD can bring topics like these to your classroom:
- Mathematics of the Electoral College
- Voting – plurality, ranked choice, cardinal and other methods
- Apportionment
- Impossibility theorems
- Gerrymandering – efficiency gap and compactness scores
- Quantification of power
- Game theory – conflict, bargaining, and negotiation
- Number theory of cryptography and its regulation
- Graph theory of networks and voter manipulation
- Statistics in politics
High School Summer Research Program Hosts Guest Speakers
The twenty-seven participants in IMD’s high school summer research program are hard at work collaborating…
The Democracy Exchange: Research and Advocacy in Dialogue Conference to Take Place March 10-12, 2027 at Wellesley College
Wellesley College will host a conference titled “The Democracy Exchange: Research and Advocacy in Dialogue”…
Application Open to Serve on the NAEP Civics Assessment Framework Development Panel
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Introducing the 2026 High School Summer Research Cohort
This year’s high school summer research cohort is made up of twenty eight students who…
IMD High School Summer Research Program Project Descriptions
As IMD prepares for the 2026 high school summer research program, we would like to…
Ranked Choice Voting in Wellesley College Government Elections
Do you want more representation and your full preferences to be taken into consideration when…







