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Published byJames Ellis Modified over 9 years ago
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Voting Rules As Error-Correcting Codes Ariel D. Procaccia, Nisarg Shah, Yair Zick Carnegie Mellon University Error- Correcting Code
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Voting Rules As Error-Correcting Codes Social Choice Theory Alternatives Inputs Output = 7 = 2 = 1, = 3 = 5 = 2
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Voting Rules As Error-Correcting Codes Subjective vs Objective Aggregate subjective preferences Find social consensus Aggregate noisy estimates of underlying ground truth Estimate the ground truth
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Voting Rules As Error-Correcting Codes Previous Work Maximum Likelihood Estimation (MLE) Assume votes are drawn from a specific distribution Given votes, choose the most likely ground truth Input Distribution Output MLE Rule Votes
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Voting Rules As Error-Correcting Codes Previous Work Output Possible Input Distributions Votes
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Voting Rules As Error-Correcting Codes This Work
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Voting Rules As Error-Correcting Codes Error-Correcting…what?
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Voting Rules As Error-Correcting Codes Research Question
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Voting Rules As Error-Correcting Codes Notations
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Voting Rules As Error-Correcting Codes Model
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Voting Rules As Error-Correcting Codes Lining Up the Results! Kendall tau Footrule Maximum displacement Cayley’s distance
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Voting Rules As Error-Correcting Codes Experiments Two real-world datasets Dots and Puzzle (MPC, AAAI’13) DotsPuzzle
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Voting Rules As Error-Correcting Codes Experiments Two real-world datasets Dots and Puzzle (MPC, AAAI’13) DotsPuzzle
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Voting Rules As Error-Correcting Codes Discussion
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