In:
Social Science Quarterly, Wiley, Vol. 100, No. 4 ( 2019-06), p. 1322-1342
Abstract:
We offer a typology of possible reforms to the Electoral College (EC) in terms of changes to its two most important structural features: seat allocations that are not directly proportional to population and winner‐take‐all outcomes at the state level. This typology allows us to classify four major variants of “reform” to the present EC in a parsimonious fashion. Many of the proposals we consider have been suggested by well‐known figures, some debated in Congress, and they include what we view as most likely to be taken seriously. We evaluate these proposals solely in terms of one simple criterion: “Would they be expected to reduce the likelihood of inversions between EC and popular vote outcomes?” Methods We answer this question by looking at the data on actual presidential election outcomes at the state level over the entire period 1868–2016, and at the congressional‐district level over the period 1956–2016. We consider the implications for presidential outcomes of these different alternative mechanisms, in comparison to the actual electoral outcome and the popular vote outcome. In addition, we consider the implications of a proposal to increase the size of the U.S. House (Ladewig and Jasinski, 2008). Results Our results show that inversions from the popular vote happen under all proposed alternatives at nearly the same rate as under the current EC rules, with some proposals actually making inversions more frequent. Conclusions The major difference between the present EC rule and alternative rules is not in frequency of inversions, but is in which particular years the inversions occur. As for the proposal to increase the size of the House, we show that any realistic increase in House size would have made no difference for the 2016 outcome.
Type of Medium:
Online Resource
ISSN:
0038-4941
,
1540-6237
DOI:
10.1111/ssqu.2019.100.issue-4
Language:
English
Publisher:
Wiley
Publication Date:
2019
detail.hit.zdb_id:
2130790-8
SSG:
3,4
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