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Mathematical Practices. The goal of the project is to provide an interdisciplinary research experience for students through collaborative research with faculty, not limited to the Department of Mathematics and Statistics. Workable standards based on sound mathematical principles may be the only tools to . The Math Behind Gerrymandering and Wasted Votes Simple math can help scheming politicians manipulate district maps and cruise to victory. The esoteric world of pure math doesn't usually play much of a role in promoting fairness in the U.S. political system, but Tufts mathematicians Moon Duchin and Mira Bernstein believe that needs to change. Duchin is searching for. The MGGG Redistricting Lab is a research group at Tisch College of Tufts University that grew out of an informal research collective called the Metric Geometry and Gerrymandering Group. Article, Meet the Math Professor Who's Fighting Gerrymandering With Geometry. With the midterm elections a few weeks away, Penn State Abington is hosting a timely discussion: Calculating the Vote: Mathematics and Gerrymandering. Gerrymandering undermines the foundational principle underlying the . The Mathematics of Partisan Gerrymandering Dustin G. Mixon LA Combinatorics and Complexity Seminar December 8, 2020. It is math, they say, that could help overcome gerrymandering—the practice of drawing legislative districts that favor one party, class or race. 3pt= Gerrymandering: Possibly, there is some division, but there is always about the same amount of voters for each group, but it is constantly in one groups favor Medford, Mass. This is part of the special event "Math Women with a mission". Empowering Debate. (Some) efforts to quantify electoral gerrymandering aim to come up with a mathematical measure of how "oddly" a district is shaped. There was an argument in front of the supreme court, in the case of Gill v. Wednesday, September 11, 2019 - 1:30pm. But math, Clelland said, can help. Abstract: In the year 2020, the United States took a census. This manipulation practice is known as gerrymandering Last week I was in Boston for the Geometry of Redistricting workshop. Notes on Math and Gerrymandering. Math the vote pt I: The geometry of gerrymandering. Common targets of gerrymandering include supporters of a political party (partisan gerrymandering) or members of a racial minority (racial gerrymandering). This is the problem of gerrymandering," Balreira said. October 23, 2017 8.14pm EDT. How the new math of gerrymandering Works, in the New York Times. The group was started by Moon Duchin, professor of mathematics at Tufts University, and has been on a national tour that trains professors. Reforms have passed in Colorado, Michigan, Missouri, Ohio, and Utah. Gerrymandering, which is the intentional changing of voting district boundaries to gain partisan advantage, persists as a hot topic in U.S. political discourse. Merriam Webster defines gerrymandering as "the practice of dividing or arranging a territorial unit into election districts in a way that gives one political party an unfair advantage in elections.". This past summer the Metric Geometry and Gerrymandering Group , led by the mathematician Moon Duchin, convened at Tufts University, in part to discuss new mathematical tools for . 1/26 Gerrymander detection by shape Long history of detecting gerrymandering by shape Boston Gazette, 1812 Washington Post, 2014 I \bizarre shape" quanti ed by \geographic compactness" Mathematicians like Tufts University's Moon Duchin think that besides looking at the numerical distributions, another key to detecting gerrymandering may lie in geometry. One of the interesting things about working at the MAA in Washington, DC is that people talk politics and policy. Moon Duchin is an associate professor of math and director of the Science . Scientific American, November 2018. The Gerrymandering Research Group began at the University of Central Oklahoma in fall 2018. Worksheet 2: Numerical Measures of Fairness. There have been more reports of gerrymandering lately, with a case even going to the Supreme Court. This election year, he has developed two teaching videos—one on the mathematics of voting, the other on the mathematics of gerrymandering. Rebooting the mathematics behind gerrymandering. Our Mission. "The opposite of gerrymandering isn't proportional representation; the opposite of gerrymandering is not gerrymandering," Jordan Ellenberg, a math professor at the University of Wisconsin . Mathematics Is The Latest Weapon Against Unfair Gerrymandering CARLY CASSELLA 22 MARCH 2018 Two centuries ago, the governor of Massachusetts, Elbridge Gerry, approved a new and oddly-shaped voting district that was long, thin and curvy like a snake. Polarization is what makes partisan gerrymandering possible. Solange shared a few interesting lessons: Mathematicians have been instrumental in creating tools to identify when a districting plan is gerrymandered: Professor Moon Duchin of Tufts helped Pennsylvania throw out its gerrymandered districting map, and a group of mathematicians contributed . The Ohio State math professor has dipped into the world of politics in a paper (published in The American Mathematical Monthly) that examines a mathematical formula being reviewed by the U.S. Supreme Court to detect partisan gerrymandering: The efficiency gap measures the number of "wasted votes" in an election in districts. Available at the nytimes. That American pastime, gerrymandering, gets its name from Massachusetts governor Elbridge Gerry, known for his cantankerous nature. Simple math can help scheming politicians draw up districts that give their party outsize influence, but mathematics can also help identify and remedy these situations. Gerrymandering Increases When Black Men Win the Vote. But it can also help identify and fix the problem. The practice of gerrymandering - manipulating the boundaries of political districts to favor a particular party, class, or race - is as old as the United States. Article, Meet the Math Professor Who's Fighting Gerrymandering With Geometry. But math, Clelland said, can help. In general, proving that gerrymandering has occurred in a particular plan can involve many metrics and experts from several fields, including mathematics. It was an optimistic gathering of over 500 mathematicians, computer scientists, lawyers, policy makers, teachers, and interested people of all stripes. Note that even a bipartisan approach to redistricting can produce gerrymandered results, since one could draw a map to favor certain incumbents from both parties. Dustin G. Mixon is an assistant professor of mathematics at The Ohio State University. The Mathematics of Redistricting and Gerrymandering — Feb. 4. Our staff has expertise and interests spanning mathematics (geometry, topology, discrete math, dynamics), algorithms, software development, geography, STS, and policy. At stake is the future of gerrymandering, an entrenched electoral tactic practiced in most states wherein the majority party redraws district lines every 10 years to consolidate power. Please join Dr. Lori McCune for a presentation on Redistricting, Gerrymandering, and Mathematics at noon Feb. 4 in Agenstein 124. The Supreme Court's Math Problem. Mathematics and Redistricting. In 1812, the staunch Democratic-Republican approved a map for his state that kneecapped opponents in the Federalist Party. — Some of the brightest minds in math arrived at Tufts University lrecentely to tackle an issue lawyers and political scientists have been struggling with for decades.They came . Ellen Veomett . The Mathematics of Gerrymandering and the Supreme Court. It is great that mathematics can now point hard evidence there, but from one side it is after the fact, from the other it can only point extreme Gerrymandering - like 3 seats for 3-7 distribution. The flaw in America's 'holy grail' against gerrymandering, in the Atlantic. A Tufts University professor has a proposal to combat gerrymandering: give more geometry experts a day in court.. Gerrymandering has been described as the process by which the people being elected get to chose the people that elect them. This fall, the Supreme Court has an opportunity to remedy the offense — with the help of a little math. . The last half hour of the meeting was devoted to Mathalicious.com, who shared a free group code at the NCTM Conference in Philadelphia, valid through December. "Litigation around redistricting has been going on for a long time, especially when it comes to racial gerrymandering," Clelland said. Article, How the New Math of Gerrymandering Works. The talk is aimed at a general math audience (including undergratuates). In the US, these two types of gerrymandering have very different legal status, so the mathematical tools required to combat them are completely different as well. Title: "Mathematical Metrics and Computational Techniques to Detect Partisan Gerrymandering" Abstract: When you think about Gerrymandering, you likely think about bizarrely-shaped districts like the "Goofy Kicking Donald Duck" district, the "Praying Mantis" district, or the "Upside Down Elephant" district. The Metric Geometry and Gerrymandering Group ( MGGG), founded by Prof. Duchin, has a lot of resources relating to the math behind gerrymandering, including fun interactive web applets to let you explore the concepts involved. Shortly after the Supreme Court heard arguments on partisan gerrymandering, our group convened a conference in Madison, Wisconsin to discuss that case and the national scope of the gerrymandering challenge. In Journal of Mathematical Sociology, 1971, Vol 1 . The reason gerrymandering is such a hot topic is because the courts might just be changing their views regarding partisan gerrymandering, and a big factor behind this is mathematics. Come explore this fascinating intersection of math and politics with us on . Abstract: Gerrymandering is the drawing of Congressional district lines for political advantage, and it's been in the news a lot recently. In February of this year, the Pennsylvania Supreme Court found Pennsylvania's Congressional districting to be an unconstitutional partisan gerrymander. Worksheet 1: Introduction to Gerrymandering. In the . The efficiency gap measurement aims to summarize the effect of gerrymandering by identifying all of the wasted votes in victory and defeat for both parties. Gerrymandering is, by definition, unfair, but in 2019 everyone on the Supreme Court save Elena Kagan ignored the math that proves exactly how we know when redistricting is drawn for partisan gain . DRL 3W2 . We'll also introduce a new metric, the Geography and Election Outcome (GEO) metric which is an improvement on prior metrics. Article, How to Steal an Election: A Visual Guide. Weinberger sees gerrymandering as "a mixture of a philosophical and political problem with mathematical overtones. Student Team Addresses Gerrymandering With Mathematics. A better way to fix gerrymandering: math. As part of the 2018-2019 Fellows' Presentation Series at the Radcliffe Institute for Advanced Study, Moon Duchin RI '19 asks what the inroads are in understa. A federal court recently rejected a legislative redistricting plan in part because its efficiency gap was much higher than that of other plans. This past summer the Metric Geometry and Gerrymandering Group , led by the mathematician Moon Duchin, convened at Tufts University, in part to discuss new mathematical tools for . Though the Massachusetts monster was dead, the practice of gerrymandering continued for over two centuries, usually increasing or decreasing . There was a ton of information in the talks and subsequent discussions. His recent work on the mathematics of gerrymandering has been featured in New Scientist and Forbes, among others. As the mathematics research community continues to be heavily involved with "solving" the problem of redistricting and gerrymandering, I have continued to feature this topic in the classroom as a prime example of the relationship between mathematics, politics, and social justice. It uses both map data and partisan data to detect the existence of gerrymandering, as opposed to just one or the other (as prior metrics do). "The workshop has been an attempt by a group of mathematicians to introduce mathematics to a political science problem. Enhanced by computer power, partisan gerrymandering poses a burgeoning threat to the American way of democracy. He studies interactions between algebra, geometry, combinatorics and data science. A draft lesson for gerrymandering math is available as a Google Slide Show. In contrast, we would rather expect that the number of seats just agrees with vote proportions on the state level . Fixing partisan gerrymandering requires some technical calculations. Gerrymandering Vs. Geometry: Math Takes On Partisan Districts. Americans across party lines strongly disapprove of gerrymandering, and rightly so. Dr. Ellen Veomett Professor and Chair Saint Mary's College of California. As citizens sort themselves . Take North Carolina's 12th, which has the country's third-highest gerrymandering score. Since Steve Dunbar, professor emeritus of the Department of Mathematics at the University of Nebraska-Lincoln, and Kristie Pfabe, professor and department chair of mathematics at Nebraska Wesleyan University, discovered their shared interest in the subject of gerrymandering, they have given a talk to 22 different groups since 2018. Mathematics of Gerrymandering Research Group. Yong said, "Election years inspire this content. The challenge is to figure out which kinds of maneuverings are genuinely illegitimate, and then to develop mathematical methods to [prove] it." Mathematical Measure Assumptions Results History References . "The idea of metamandering is that you change something about the algorithm or the input to the algorithm so that the output maps become concentrated around a different portion of the space of maps, and in a way that preferentially changes the outcome of these ensemble methods," she said. Article, How the New Math of Gerrymandering Works. Drawn as a majority-black district in 1992, the snaking " I-85 district " used to be barely wider . Republican Karen . In this article (preprint here) we explore a similar concept to forking paths applied to quantifying electoral gerrymandering. Lesson Summary. University of Pennsylvania . This work is on mathematics relevant to gerrymandering. The Mathematics And Strategy Behind Gerrymandering Leave a Comment / Activity / By Sylvie Wilson If you are unfamiliar with the term, Merriam Webster defines gerrymandering as "the practice of dividing or arranging a territorial unit into election districts in a way that gives one political party an unfair advantage in elections." In particular, we are proving mathematical theorems which are intended to be useful for the purpose of evaluating and addressing the gerrymandering problem in practice. 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