The Mathematics of Elections and Voting

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Exploring the intersection of mathematics and electoral systems, this book delves into topics such as simple ballots, complex elections, and the concepts of fairness and manipulation in voting. It begins with a foundational overview of the mathematical principles underlying election methods, guiding readers through a thorough analysis of significant theories like Condorcet's Principle and Arrow's Theorem. This comprehensive examination offers insights into both fair and unfair voting practices, making it a valuable resource for understanding electoral mathematics.