Tags
#chracterization #computation #social-choice #voting-rules
Question
Condorcet Jury Theorem: Suppose a jury of n voters need to select the better of two alternatives and each voter independently makes the correct decision with the same probability p > 1/2 . [...]
Then the probability that the simple majority rule returns the correct decision increases monotonically in n and approaches 1 as n goes to infinity.

Tags
#chracterization #computation #social-choice #voting-rules
Question
Condorcet Jury Theorem: Suppose a jury of n voters need to select the better of two alternatives and each voter independently makes the correct decision with the same probability p > 1/2 . [...]
?

Tags
#chracterization #computation #social-choice #voting-rules
Question
Condorcet Jury Theorem: Suppose a jury of n voters need to select the better of two alternatives and each voter independently makes the correct decision with the same probability p > 1/2 . [...]
Then the probability that the simple majority rule returns the correct decision increases monotonically in n and approaches 1 as n goes to infinity.
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Condorcet Jury Theorem: Suppose a jury of n voters need to select the better of two alternatives and each voter independently makes the correct decision with the same probability p > 1/2 . Then the probability that the simple majority rule returns the correct decision increases monotonically in n and approaches 1 as n goes to infinity.

#### Original toplevel document (pdf)

owner: rappatoni - (no access) - comsoc-characterisation-2017 (1).pdf, p11

#### Summary

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