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The Multiplier Effect

By Brian P. Janiskee

Posted October 29, 2004


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In the first presidential contest since the razor-thin election of 2000, it seems as if unprecedented attention is being paid to state polls. This is understandable. However, a bit of perspective is in order.

That fact is that the Electoral College, for the most part, closely tracks the results in the national popular vote. For example, in the last presidential election George W. Bush lost the popular vote to Al Gore by 0.5 percent but won a bare electoral majority with 271 votes. In 1976, Jimmy Carter defeated Gerald Ford by two percent in the popular vote, yielding 279 electoral votes. In 1996, Bill Clinton beat Bob Dole by six percent in the popular vote, which led to a 370 electoral vote tally. And Richard Nixon beat George McGovern in 1972 by 23 percent in the popular vote, giving Nixon 521 votes in the college.

In the examples above, one can see a magnification effect of the electoral vote upon the popular vote. The percent margin in the popular vote is multiplied into a larger percent margin in the Electoral College.

The results of presidential races in the post-war period suggest a trend—looking at those in which no third-party candidate received Electoral College votes (1952, 1956, 1964, 1972, 1976, 1980, 1984, 1988, 1992, 1996, and 2000). I used the "forecast" function of MS EXCEL for this data sample. The elections of 1948, 1960, and 1968 were excluded. They were elections in which third-party candidates received significant Electoral College votes. There were significant third-party candidates in 1980, 1992, and 1996, but they received no electoral votes. Furthermore, I chose not to include all presidential elections in order to control for the current system of party competition. We do not have true state political parties in the post-war era as we had prior to the New Deal. When all of the results are placed together in a sample and a forecast trend line run through them, a clear pattern emerges.



Table 1. Estimated Multiplier Effect of the Electoral College on the Popular Vote (figures rounded to two decimal places) (Source: Britannica.com)


% margin in Pop. VoteMultiplierEstimated % margin in
Electoral College
Estimated Result
15.665.66284-254
25.6311.26299-239
35.6016.80314-224
45.5722.29329-209
55.5327.69343-195
65.5133.04 358-180
75.4838.39 372-166
85.4543.57386-152
95.4248.77400-138
105.3853.84414-124
155.2378.47480-58
205.07101.50538-0


For the post-war elections included in this analysis, the percent margin of victory in the popular vote is magnified by a factor of approximately 5.5 in the Electoral College victory percentage. For example, the trend line suggests that a 2 percent victory in the popular vote will be magnified by 5.63 to give the winning candidate an 11.26 percent victory in the Electoral College, which—using 2004 electoral figures—translates into a 299-239 victory. Put another way, every percentage point of victory in the popular vote adds approximately 14 electoral votes to the minimum of 270 needed to win the Electoral College.

Popular vote margins of less than three percent will generally give the popular-vote winner an electoral victory, but with less than 300 votes. Popular vote margins ranging from 3 to 5 percent tend to give the popular vote winner an electoral victory ranging from 300 to 350 votes. Popular vote victories from 6 to 8 percent push the electoral vote tally towards the 400 mark. And victories over 15 percent will yield the popular vote winner an approximate tally of 500 or more electoral votes.

Keep in mind, however, that this sample is small. It contains only 11 elections. In addition, there were no control variables. Therefore, this analysis should be viewed with caution. However, the general point of this analysis still holds.

Thin margins in the popular vote lead to thin margins in the Electoral College vote. Wide margins in the popular vote lead to wide margins in the Electoral College. This is true because the nation consists of the various states. Trends in the states will be reflected in the national results.

This is not to suggest that we could not have a minority popular vote winner as in 2000 or that the race will not be close. What this brief note does suggest is that the added effort of paying attention to the wild swings in battleground state polling may not be worth it. If the Electoral College race is close enough to be influenced by the quirks of a particular state, then the odds are that the overall national popular vote race is close as well. A keen eye on the major national polls will render a decent estimate of where the race will end up.

About the Authors

Brian Janiskee

Brian P. Janiskee is an Associate Professor of Political Science at California State University, San Bernardino. Dr. Janiskee holds a Ph.D. from Michigan State University with fields in American Politics, Public Administration and Policy, and Statistics.

Dr. Janiskee's research interests include state and local government, public policy, presidential elections, and public administration. Along with co-author Ken Masugi, Director of the Claremont Institute's Center for Local Government, Dr. Janiskee has authored an innovative California government text called Democracy in California: Politics and Government in the Golden State (Rowman & Littlefield, 2003). This text uses many ideas raised by Tocqueville to analyze the current workings of California politics.

In addition, Janiskee and Masugi have coedited a collection of timely essays on California politics titled The California Republic: Institutions, Statesmanship, and Policies (Rowman & Littlefield, 2004).

Dr. Janiskee's articles on California's three strikes law, co-authored with Claremont Institute Senior Fellow and colleague at Cal. State, Edward J. Erler, has received national attention. Justice Sandra Day O'Connor relied on Janiskee and Erler's research in her recent majority opinion in Ewing v. California, which upheld California's three strikes law.

Other articles on topics ranging from local government to presidential elections have appeared in such journals as: Perspectives on Political Science; The Journal of Public Service and Outreach; Nexus: A Journal of Opinion; Talking Politics: The Journal of the Politics Association.

Dr. Janiskee's analysis of contemporary trends in local, state, and national politics has appeared in such outlets as the Washington Post, Orange County Register, San Diego-Union-Tribune, Investor's Business Daily, Boston Globe, Baltimore Sun, and USA Today.

As of September 2002, Dr. Janiskee began a four-year term on the National Executive Council of Pi Sigma Alpha, the political science honor society, which has over 600 chapters nationwide. The 19-member Executive Council is the governing body of Pi Sigma Alpha. Dr. Janiskee's service on the Executive Council was preceded by his award-winning work as a Chapter Advisor at the local level. In recognition for the excellence of its programs, the Theta Iota Chapter at Cal. State, San Bernardino received the National Best Chapter Award for two consecutive academic years, 1999-2000 and 2000-2001. In addition, Dr. Janiskee received the National Best Chapter Advisor Award in 2002.

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