Carry the Two

We in the United States are deep in the middle of a major national election, and over half of the world’s population also have elections in 2024. This is why Carry the Two is going to focus on the intersection of mathematics and democracy for our new season. In this episode, the fifth episode of our mathematics and democracy season, we dig into political numbers and statistics. Helping Sam and Sadie do the digging is Professor Sir David Spiegelhalter, FRS, OBE, emeritus professor of statistics at the University of Cambridge, former Professor for the Public Understanding of Risk at the University of Cambridge, past Chair of the Winton Centre for Risk and Evidence Communication, and current non-executive Director at the UK Statistics Authority. David discusses why it is so important to be a trustworthy communicator, the watchdog work the UK’s Office of Statistics Regulation is engaging in, and his personal manifesto for those who share political numbers and statistics. Find our transcript here: Google Doc or .txt file Curious to learn more? Check out these additional links: David Spiegelhalter UK Statistics Authority Art of Statistics Art of Uncertainty Follow more of IMSI’s work: www.IMSI.institute, (twitter) @IMSI_institute, (mastodon) https://sciencemastodon.com/@IMSI, (instagram) IMSI.institute Music by Blue Dot Sessions The Institute for Mathematical and Statistical Innovation (IMSI) is funded by NSF grant DMS-1929348

In this episode, the fourth episode of our mathematics and democracy season, we dig into two stories about the intersection of political geography and mathematics. The first story comes from Ranthony Clark and is about her work with the Metric Geometry and Gerrymandering Group around identifying communities of interest, with a focus on her in Ohio alongside CAIR Ohio, the Ohio Organizing Collaborative (OOC), the Ohio Citizens Redistricting Commission, and the Kirwan Institute for the Study of Race and Ethnicity at Ohio State. The second story is about polling sites in cities, and the places in those cities that may not be covered as well as they should be. We hear from Mason Porter and Jiajie (Jerry) Luo, two members of the team, about how they used topological data analysis to find these holes in coverage. Find our transcript here: Google Doc or .txt file Curious to learn more? Check out these additional links: Ranthony Clark Collaborators for the data science team: Erin Chambers, Ranthony A. Clark, Moon Duchin, Parker Edwards, JN Matthews, Anthony Pizzimenti, Chanel Richardson, Parker Rule, and Ari Stern Communities of Interest Paper MGGG Districtr Mason Porter  Jiajie (Jerry) Luo Persistent Homology for Resource Coverage: A Case Study of Access to Polling Sites Authors: Abigail Hickok, Benjamin Jarman, Michael Johnson, Jiajie Luo, Mason A. Porter Follow more of IMSI’s work: www.IMSI.institute, (twitter) @IMSI_institute, (mastodon) https://sciencemastodon.com/@IMSI, (instagram) IMSI.institute Music by Blue Dot Sessions The Institute for Mathematical and Statistical Innovation (IMSI) is funded by NSF grant DMS-1929348

We in the United States are deep in the middle of a major national election, and over half of the world’s population also have elections in 2024. This is why Carry the Two is going to focus on the intersection of mathematics and democracy for our new season. In this, the third episode of our mathematics and democracy season, we speak to Andrea Mock, Gunnar Carlsson, Samin Aref, and Zachary Neal. We dig into what mathematics has to say about the stability of political coalitions, how mediators can make coalitions more stable, the ways in which Democrats and Republicans can be clustered together in the House of Representatives based on their votes, and the hidden third coalition of really successful legislators in the House that co-sponsorship data can illuminate.   Find our transcript here: Google Doc or .txt file Curious to learn more? Check out these additional links: Political structures and the topology of simplicial complexes  Andrea Mock & Ismar Volić Gunnar Carlsson The topology of politics: voting connectivity in the US House of Representatives Pek Yee Lum, Alan Lehmann, Gurjeet Singh, Tigran Ishkhanov, Gunnar Carlsson, & Mikael Vejdemo-Johansson Samin Aref Zachary Neal Identifying hidden coalitions in the US House of Representatives by optimally partitioning signed networks based on generalized balance Samin Aref & Zachary Neal Follow more of IMSI’s work: www.IMSI.institute, (twitter) @IMSI_institute, (mastodon) https://sciencemastodon.com/@IMSI, (instagram) IMSI.institute Music by Blue Dot Sessions The Institute for Mathematical and Statistical Innovation (IMSI) is funded by NSF grant DMS-1929348

We in the United States are deep in the middle of a major national election, and over half of the world’s population also have elections in 2024. This is why Carry the Two is going to focus on the intersection of mathematics and democracy for our new season. In this episode, the second episode of our mathematics and democracy season, we speak again with mathematician Ismar Volić of Wellesley College and Director of the Institute for Mathematics and Democracy and Theodore R. Johnson, a scholar of Black electoral politics, a military veteran, and a contributing columnist at The Washington Post. We dig into what mathematics has to say about how the USA apportions members of the House of Representatives to states, learn how a fight between Jefferson and Hamilton over rounding led to the first presidential veto, and discuss different techniques for reforming the Electoral College.   Find our transcript here: Google Doc or .txt file Curious to learn more? Check out these additional links: Ismar Volić Making Democracy Count: How Mathematics Improves Voting, Electoral Maps, and Representation  Institute for Mathematics and Democracy Theodore R. Johnson A Failing Grade for the Electoral College Follow more of IMSI’s work: www.IMSI.institute, (twitter) @IMSI_institute, (mastodon) https://sciencemastodon.com/@IMSI, (instagram) IMSI.institute Music by Blue Dot Sessions The Institute for Mathematical and Statistical Innovation (IMSI) is funded by NSF grant DMS-1929348