Where the BCS went wrong is that they decided to use computers to help solve a problem humans have: evaluating teams that don't directly play each other. But, when the computers don't agree with the humans, the humans change the formula to get the result they wanted.The BCS does indeed get it right, occasionally...but other times it gets it wrong (Oklahoma vs LSU after the 2003 season for example).
The mess at the end of 1998, which probably didn't cost Ohio State a national title anyway, precipitated a comedy of errors in changing the BCS formula to get the result the humans wanted. It has now fallen apart to such an absurd level that we've created two more polls (the Harris and the BCS itself) to correct what is perceived to be an error when just two polls (the AP and Coaches) didn't agree.
I have lost the link, but I had had a web address where I read that Nebraska (at Oregon's expense) in 2001 and Oklahoma (at USC's expense) in 2003 would not have happened if the original, unadultered formula proposed in 1997 were still being used. I read this before Auburn's snub last year, so I don't know that anything would have changed for 2004.
My point being, anyhow, is that the BCS went wrong by getting too cute in their method for determining which team is #1 and which is #2. Aside from making the six BCS conferences a truck load of money, along with ABC/ESPN, the BCS has only ever been about one thing: put the polls' #1 and #2 teams on the field at the end of the season.
The easiest way to figure this out would have been, from the outset, to use a teams' total points from the AP poll plus the teams' total points from the Coaches poll divided by two. That's it. No strength of schedule formulas, no computers, no margin of victory, no quality win component, nothing but the two primary polls that were already there as the source of the problem. Rather than do this, though, the BCS used both polls' whole number rankings for teams with a heaping pile of other shit that the John Q Fan never could figure out.
The BCS is/was perfect in theory, reward the best teams with prestigious intersectional bowls that never would have happened previously, with #1 playing #2 in a big game at the end. It failed in execution only after the math geeks got involved.
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