Naked Emperor
Exposing the Obvious

 







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  Sunday, November 3, 2002


Fifth in a series of essays I wrote about Election 2000, but never posted until now, just in time for Election 2002.

The word "chaos" has been with us for a long time but has acquired specific scientific meaning of late. The study of chaos, a relatively new field, specifically looks for patterns and categories of behavior resulting from nonlinear systems. One of the first observations made in this field, even before it had its name, can be paraphrased: In a chaotic system, small perturbations in the input data can result in drastically different output.

Now read that last sentence again, but in the context of the 2000 Presidential election. George W. Bush won the electoral college 271-267. Every single state he carried was crucial to his victory. Had he lost even one of the five states in his column which contribute the minimum three electoral votes, he would have lost the election. The most closely contested of all the states, Florida, was ultimately won by Bush with a margin of victory of 0.009% of the vote. If 0.009% doesn't count as a "small perturbation," I don't know what does.

Compare this to the national popular vote, for what its worth (note that every strategic decision made by both campaigns was designed to maximize electoral votes, so its worth is debatable). Out of over 105 million ballots cast, Al Gore won by better than 0.5% of the vote. The significant difference between Bush's Florida margin of victory and Gore's national margin of victory is that the former is much less than our ability (at the time) to accurately count votes, while the latter is much greater. I estimate our national margin of error in counting votes, using the technology in place in 2000, at approximately 0.1%. In other words, an essentially random result in Florida gave Bush the popular vote in that state, which in turn gave him its 25 electoral votes, which in turn gave him the presidency. A small perturbation in input data resulted in a drastically different result, hence we can deduce that the electoral college is chaotic. And we can come to this conclusion without even considering the court battles that ensued after election day.

The all-or-nothing designation of electoral votes for most states is an inherently nonlinear scheme, the first requirement of a chaotic system. Consider if electoral votes were divided proportionatly. The battle over Florida probably would have been over only one to three electoral votes (depending on how you appropriate them) and most likely would not have determined the outcome. Instead, the final decision was left in the hands of a state which, in essence, couldn't make up its mind.

The Electoral College, of course, is the United States' method of electing a president, in which each state receives one elector for each Representative (thus reflecting its population) and one elector for its two Senators (thus giving smaller states a slightly heavier weighting in the final voting). Each of the 50 states and the District of Columbia decide the manner in which these electoral votes are assigned, but all save two states award all of them to the winner of the state's popular election. It is a reflection of our Founding Fathers' compromise in setting up a Federal government consisting of large- and small-population states, but also reflects a distrust in the common citizen to elect his or her principal leader.

It is argued that any attempt to change the electoral college is doomed to failure because the smaller states will not be willing to give up their increased importance in the voting structure. The reason this "increased importance" is vital is because it "ensures" that presidential candidates cannot ignore the concerns of smaller states. This is nonsense. In the 2000 presidential election, campaigning occurred in only 13 "battleground" states, which ignored all of the small states with the exception of New Mexico. The only concern to the candidates was whether the polling in a given state indicated that the race was close, thereby justifying campaign resources to either maintain or obtain the lead. The other 37 states (and D.C.) were completely ignored.

In a purely popular vote, the effect would be just the opposite. In states in which polling indicated a large lead by one candidate, the candidate who was behind might assume that there were local misconceptions concerning his platform, and would campaign in those states because it offers him the greatest opportunity to change voters' minds. He wouldn't necessarily have to convince enough voters to win the state's popular vote, just pick up as many converts as he could. Every vote would count.

Would rural areas be ignored in favor of urban areas? Probably, but to a lesser extent than they are now. Campaigning would be more widespread, meaning a rural voter would have a better chance of the candidates visiting a nearby urban area than with the current system.

Consider the change a popular vote would have on political advertising. Instead of running local ads aimed at special interests, candidates would get the most bang for their buck running national ads concerning broader themes. Everyone (who watches television) would get to see them and be more involved in the process.

A valid criticism of a popular vote for president has been raised recently. It states that if a national election were as close as the Florida election, the issues of different ballots, different standards, and equal protection would again be raised, but on a much grander scale. This is absolutely true. A uniform voting system would have to be in place, or at least a collection of systems, each of which would have to be able to guarantee significantly greater accuracy than we currently tolerate.
7:40:01 PM    comment []



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