- YOUTU (2024)

Democracy might be mathematically impossible – here’s why.

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Massive thanks to Prof. Eric Maskin for helping with the script. Thanks to Chris Dong for inspiring this video. Massive thanks to Latif Nasser for being part of this video. Massive thanks to Curtis Gilberts, and to Radiolab -- listen to their great episode on voting systems here https://radiolab.org/podcast/tweak-vote

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A few great proofs of Arrow’s impossibility theorem:
Yu, N. N. (2012). A one-shot proof of Arrow's impossibility theorem. Economic Theory, 523-525.- https://ve42.co/Yu2012
Geanakoplos, J. (2005). Three brief proofs of Arrow’s impossibility theorem. Economic Theory, 26(1), 211-215. - https://ve42.co/Geanakoplos2005

References:
Arrow, K. J. (2012). Social choice and individual values (Vol....

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Summary:

Summary: This video explores the concept of democracy and its mathematical limitations, citing Arrow's impossibility theorem and various proofs. It also discusses the flaws of voting systems and their impact on achieving true democracy.

Context Addition:

The speaker delves into the flawed assumption that every vote counts equally in a democracy, citing factors such as gerrymandering and the Electoral College in the United States. This can result in an unequal distribution of political power and make democracy impossible to achieve in practice.

Keywords: Democracy, Voting, Mathematics, Arrow's Impossibility Theorem, Voting Systems

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