Median Voter Theorem
Median Voter Theorem
The Median Voter Theorem is a fundamental concept in political science and economics that highlights the role of the median voter in a democratic system. Proposed by Duncan Black in the 1940s and further developed by Anthony Downs in the 1950s, the theorem suggests that in a two-candidate election with a single-dimensional policy space, the candidate who positions themselves closest to the ideological preference of the median voter is likely to win.
Key Points:
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Single-Dimensional Policy Space: The theorem assumes that political preferences can be represented along a single policy dimension, such as economic left-right or ___ __________ ________ ________ ________ __________ __________ ___ ___ _________ _________.
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