2009PS Political Science & PoliticsRequires access

Electoral College Winner's Advantage

Jack E. Riggs, Gerald R. Hobbs, Todd H. Riggs

Open publisher page 7 citations

Abstract

Compared to the popular vote, the Electoral College magnifies the perception of the winner's margin of victory. In this analysis, a method of quantifying the magnitude of the advantage given to the winner due to the Electoral College's two electoral vote add-on and winner-take-all methodologies is presented. Using the electoral vote distribution that was present in the 2000 U.S. presidential election, we analyzed one million random two-candidate simulated elections. The results show that the net effect of the Electoral College is to give the winning candidate an average 29.45 electoral vote advantage per election due to the winner-take-all methodology. This winner's advantage includes an average 0.42 electoral vote advantage given to the winner per election due to the two electoral vote add-on.

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What this paper is about

Compared to the popular vote, the Electoral College magnifies the perception of the winner's margin of victory. In this analysis, a method of quantifying the magnitude of the advantage given to the winner due to the Electoral College's two electoral vote add-on and winner-take-all methodologies is presented. Using the electoral vote distribution that was present in the 2000 U.S. presidential election, we analyzed one million random two-candidate simulated elections. The results show that the net effect of the Electoral College is to give the winning candidate an average 29.45 electoral vote advantage per election due to the winner-take-all methodology. This winner's advantage includes an average 0.42 electoral vote advantage given to the winner per election due to the two electoral vote add-on.

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Available abstract

Compared to the popular vote, the Electoral College magnifies the perception of the winner's margin of victory. In this analysis, a method of quantifying the magnitude of the advantage given to the winner due to the Electoral College's two electoral vote add-on and winner-take-all methodologies is presented. Using the electoral vote distribution that was present in the 2000 U.S. presidential election, we analyzed one million random two-candidate simulated elections. The results show that the net effect of the Electoral College is to give the winning candidate an average 29.45 electoral vote advantage per election due to the winner-take-all methodology. This winner's advantage includes an average 0.42 electoral vote advantage given to the winner per election due to the two electoral vote add-on.

Key concepts: Electoral college, Spoilt vote, Victory, Contingent vote, Margin (machine learning), Presidential election, Winner-take-all, Group voting ticket

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