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Quantum voting and its physical interpretation
Published 9 Dec 2019 in quant-ph and cs.GT | (1912.05356v1)
Abstract: Voting is a game with a no-go theorem. New proofs of Arrow's impossibility theorem are given based on quantum information theory. We show that the Arrowian dictator is equivalent to the perfect cloning circuit. We present \textit{Gedankenexperiment} of voting and Bell-like inequalities of voting. We provide the thermodynamic interpretation of voting with Landauer's principle.
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