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Computer Science, Computers and Society

Redistricting in Maryland: A Gerrymandering Analysis

Redistricting in Maryland: A Gerrymandering Analysis

Gerrymandering is a practice in which electoral district boundaries are manipulated to favor one political party over another. This issue has been around for centuries but has gained significant attention in recent years due to its impact on modern American politics. In this article, we will delve into the history of gerrymandering, its definition, and the algorithms used to address this problem.
A Brief History of Gerrymandering

Gerrymandering has been around since the early 19th century when it was first used in Massachusetts by Governor Elbridge Gerry. The term "gerrymander" was coined after his name, and it refers to the practice of manipulating electoral district boundaries to benefit a particular political party. Over time, gerrymandering has evolved into a complex issue that affects the entire American political landscape.
Definition of Gerrymandering

Gerrymandering can be defined as the act of deliberately manipulating electoral district boundaries to favor one political party over another. This is done by grouping people together based on their political beliefs, creating districts that are impossible for opposing parties to win. The result is a distorted representation of the population’s true preferences, leading to an imbalance in political power.
Algorithms to Address Gerrymandering

Several algorithms have been developed to address the issue of gerrymandering. These algorithms aim to create electoral districts that are fair and representative of the population’s true preferences. One such algorithm is called ARR, which stands for "Adjusted Radiality Ratio." This algorithm calculates a score based on the proximity of each population unit to their nearest neighbor in terms of distance. The district with the lowest gerrymander score is then selected as the most fair and representative district.
Another algorithm is the "flowchart" approach, which involves identifying the shortest path between two nodes in a graph representing the population’s distribution. This approach helps identify the districts that are most likely to lead to a more balanced representation of the population’s true preferences.
Conclusion
Gerrymandering is a complex issue that has significant implications for modern American politics. By understanding the history and definition of gerrymandering, we can better appreciate the importance of addressing this issue through the use of algorithms like ARR and the flowchart approach. These algorithms aim to create electoral districts that are fair and representative of the population’s true preferences, leading to a more balanced political landscape.