Mathematical Foundations of Democracy: How Mathematics Improves Voting, Electoral Maps, and Representation

Ismar Volić, Professor and Chair of Mathematics At Wellesley College and Director of the Institute for Mathematics and Democracy

Thursday, 10/10 @7 p.m, Pettengill Hall G52

Abstract:

Many of the mechanisms that underlie our democracy are outdated, unrepresentative, or simply discriminatory. Winner-take-all races cause spoilers and vote-splitting, discourage political diversity, support the duopoly’s iron grip, and encourage negative campaigning. Crowded primary elections elevate fringe candidates who compete in districts that have been gerrymandered into uncompetitive insignificance. The Electoral College perpetuates inequities in the voting power between voters in different states.

These processes are quantitative and algorithmic, which means that mathematics can be a clear-eyed guide in telling us which of them need updating or replacing. From this point of view, it is clear, for example, that ranked choice voting, multi-winner districts, and the elimination of the Electoral College are just some of the quantitatively informed ways we can begin to mend our democracy. In this talk, I will explain how mathematics can lead us in rebuilding our civic infrastructure, encourage political participation, elevate a diversity of opinions, and make the system work for more of us.

More info on the 4pm student lecture here

Accessibility: Bates is committed to creating inclusive and accessible events. If you need a reasonable accommodation, please contact Peter Philbin (pphilbin@bates.edu). All requests should be made 5 business days prior to the event to aid ability to meet your needs.