Was pointed by Atrios to this article by Jay Rosen about the way the mass media frames the boundaries of consensus and "legitimate debate". It's pretty good. I won't repeat what he says since you can just click through. But basically it's about the cognitive shortcomings of the press when they decide certain issues are part of the "consensus" mindset while other opinions are "extremist". This model explains how Howard Dean is portrayed as a lunatic extremist in 2004 for putting forth the same ideas about withdrawal from Iraq that are part of the national consensus (outside the corridors of power, of course) by 2008.
I also heard last night that the Christian Science Monitor is going to stop killing as many trees, and only go with a print edition once per week. My mom subscribed to this paper when I was a kid, and I always thought it did a decent job. They seemed to do a better job with foreign policy than almost every major newspaper did. While listening to the story of their demise, it occurred to me that the death of the daily newspaper is inevitable. I'm sure this is not a new idea, but it had never been made so clear to me.
Finally, I'll add a note about Mickey Edwards. I heard him on NPR last night and I was impressed. He's a Republican and former Bush supporter who, curiously, is one of the few people who is willing to talk about the constant and egregious violations of the law and Constitution that Bush has engaged in over the past 8 years. For some reason, the world of debate that the media has created simply refuses to allow for the idea that Bush has been consistently violating the law and abusing power for the past 8 years. From my standpoint, it's the most obvious thing to see, but the media don't even allow discussion along these lines to ever be aired.
And that is part of why the mainstream media are held in such contempt by so many people these days.
Tuesday, January 13, 2009
Thursday, January 08, 2009
Bill James on the BCS
More precisely, Bill James on the abomination known as the Bowl Championship Series.
James echoes the argument made by Hal S. Stern in the Journal of Quantitative Analysis of Sports against statisticians' participation in the sham known as the BCS.
Stern says:
James feels most strongly about 3), pointing out correctly that it makes no sense to involve statisticians when the purpose of their involvement is never defined. Are the rankings supposed to find the team that is most likely to win any head-to-head contest? Or the team that has been the most dominant over the course of the season?
Worse, as James points out, after 2001 any "computer rankings" used by the BCS have been prohibited from using data about the scoring margin when calculating rankings. The professed nobility of this decision was to keep teams (like Nebraska at the time) from running up the scores against weaker opponents.
From a learning theory standpoint (my field), this is breathtakingly stupid. Statisticians are instructed to ignore possibly the most interesting data from each and every contest. Information discarded can only make the resulting system weaker. Thus is, to choose a random example, Rutgers beats Va. Tech by 1 point while Maryland beats them by 55 points, the rating system is instructed to view each game only as "a win".
The decision to exclude margin of victory in any rankings reminds me of the decision of the IOC to ban site visits when deciding to choose the locations of future Olympics. Yes, there has been a lot of abuse of site visits, but the solution surely would have been to have more oversight and regulation of site visits, rather than jettisoning the practice entirely! How can a voter from Oceania decide between a site in Brazil and one in South Africa without being allowed to visit the locations? It's madness! Yes, it can be done, but it's silly to go down that path at all!
I would say that I'm participating in the "boycott" of the BCS, but it would be more honest to say simply that the way the system has been constructed has left me feeling that it's more of a PR exercise than a serious attempt to find out who the best team is. Regardless of who wins the Oklahoma-Florida game, you're going to be hard-pressed to convince me that the team in question is better than USC or Texas.
And that doesn't even bring up Utah, which has gone undefeated including an impressive bowl win over Alabama!
College football needed a playoff including all of the following teams: Utah, Oklahoma, Texas, USC, Penn State, Florida, and Alabama. If the ACC and Big East need to feel relevant, invite Cincinnati and Va. Tech. But really you shouldn't. You'd have been more justified inviting Boise State. Texas Tech is out for being blown out by Oklahoma.
If you are seriously interested in finding the "best" team, then at least the first seven teams should be invited. And yes, I know winning a tournament isn't the same as being the "best team" (see last year's NFL season, for example), but winning a tournament is surely better than winning a single game when participation in the game is based entirely on the arbitrary judgments of voters.
James echoes the argument made by Hal S. Stern in the Journal of Quantitative Analysis of Sports against statisticians' participation in the sham known as the BCS.
Stern says:
- That there is a profound lack of conceptual clarity about the goals of the method;
- That there is no genuine interest here in using statistical analysis to figure out how the teams compare with one another. The real purpose is to create some gobbledygook math to endorse the coaches' and sportswriters' vote;
- That the ground rules of the calculations are irrational and prevent the statisticians from making any meaningful contribution; and
- That the existence of this system has the purpose of justifying a few rich conferences in hijacking the search for a national title, avoiding a postseason tournament that would be preferred by the overwhelming majority of fans.
James feels most strongly about 3), pointing out correctly that it makes no sense to involve statisticians when the purpose of their involvement is never defined. Are the rankings supposed to find the team that is most likely to win any head-to-head contest? Or the team that has been the most dominant over the course of the season?
Worse, as James points out, after 2001 any "computer rankings" used by the BCS have been prohibited from using data about the scoring margin when calculating rankings. The professed nobility of this decision was to keep teams (like Nebraska at the time) from running up the scores against weaker opponents.
From a learning theory standpoint (my field), this is breathtakingly stupid. Statisticians are instructed to ignore possibly the most interesting data from each and every contest. Information discarded can only make the resulting system weaker. Thus is, to choose a random example, Rutgers beats Va. Tech by 1 point while Maryland beats them by 55 points, the rating system is instructed to view each game only as "a win".
The decision to exclude margin of victory in any rankings reminds me of the decision of the IOC to ban site visits when deciding to choose the locations of future Olympics. Yes, there has been a lot of abuse of site visits, but the solution surely would have been to have more oversight and regulation of site visits, rather than jettisoning the practice entirely! How can a voter from Oceania decide between a site in Brazil and one in South Africa without being allowed to visit the locations? It's madness! Yes, it can be done, but it's silly to go down that path at all!
I would say that I'm participating in the "boycott" of the BCS, but it would be more honest to say simply that the way the system has been constructed has left me feeling that it's more of a PR exercise than a serious attempt to find out who the best team is. Regardless of who wins the Oklahoma-Florida game, you're going to be hard-pressed to convince me that the team in question is better than USC or Texas.
And that doesn't even bring up Utah, which has gone undefeated including an impressive bowl win over Alabama!
College football needed a playoff including all of the following teams: Utah, Oklahoma, Texas, USC, Penn State, Florida, and Alabama. If the ACC and Big East need to feel relevant, invite Cincinnati and Va. Tech. But really you shouldn't. You'd have been more justified inviting Boise State. Texas Tech is out for being blown out by Oklahoma.
If you are seriously interested in finding the "best" team, then at least the first seven teams should be invited. And yes, I know winning a tournament isn't the same as being the "best team" (see last year's NFL season, for example), but winning a tournament is surely better than winning a single game when participation in the game is based entirely on the arbitrary judgments of voters.
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