Question on BCS Calculations
Posted: Thu Sep 15, 2011 6:14 pm
Is this how we calculate or BCS standings?.. except of course we only use one computer poll.. so the extra stuff about dropping stuff doesn't count.
The current version uses three basic factors:
Point total in the Harris Interactive poll.
Point total in the coaches' poll.
Ranking in the six selected computer ranking systems, after throwing out the best and worst ranking for each team.
In the polls, a team's score is its point total divided by the best possible point total for that poll. In 2008, there are 114 Harris voters and 61 coaches voting, which means that the best possible score for the Harris poll is 2850 (114 voters x 25 points for a first place vote) and in the coaches' poll, the best possible score is 1525.
The four computers for each team will be treated like voters in a mini-poll. That means, the team ranked #1 in a computer ranking will get 25 points. The #2 team will receive 24, and so on, down to the #25 team in a computer getting one point. Each team's four computer scores (after tossing the best and worst) will be added and divided by 100 (the best possible score) to give the computer average.
Then, the three numbers will be averaged for the total BCS score, highest being better.
Here is an example of how to calculate the BCS ratings:
In the Harris poll, Purdue has 1556 points. That was good enough for the #10 ranking, but that doesn't matter. Their score for the Harris poll part of the formula is 1556/2850 or .5450.
In the coaches' poll, the Boilers have 664 points, which is then divided by 1525 to give a score of .4354.
Purdue has computer rankings of 3, 4, 4, 6, 9 and 10. When you throw out the best and the worst, you are left with 4, 4, 6 and 9. Those rankings are worth 22, 22, 20 and 17 points respectively in the mini-poll, which adds up to 81 points. That is then divided by 100 for a total of .81.
The Boilermakers final BCS score then is the average of those three numbers, or (.5450 + .4354 + .81) / 3 = .5968.
The current version uses three basic factors:
Point total in the Harris Interactive poll.
Point total in the coaches' poll.
Ranking in the six selected computer ranking systems, after throwing out the best and worst ranking for each team.
In the polls, a team's score is its point total divided by the best possible point total for that poll. In 2008, there are 114 Harris voters and 61 coaches voting, which means that the best possible score for the Harris poll is 2850 (114 voters x 25 points for a first place vote) and in the coaches' poll, the best possible score is 1525.
The four computers for each team will be treated like voters in a mini-poll. That means, the team ranked #1 in a computer ranking will get 25 points. The #2 team will receive 24, and so on, down to the #25 team in a computer getting one point. Each team's four computer scores (after tossing the best and worst) will be added and divided by 100 (the best possible score) to give the computer average.
Then, the three numbers will be averaged for the total BCS score, highest being better.
Here is an example of how to calculate the BCS ratings:
In the Harris poll, Purdue has 1556 points. That was good enough for the #10 ranking, but that doesn't matter. Their score for the Harris poll part of the formula is 1556/2850 or .5450.
In the coaches' poll, the Boilers have 664 points, which is then divided by 1525 to give a score of .4354.
Purdue has computer rankings of 3, 4, 4, 6, 9 and 10. When you throw out the best and the worst, you are left with 4, 4, 6 and 9. Those rankings are worth 22, 22, 20 and 17 points respectively in the mini-poll, which adds up to 81 points. That is then divided by 100 for a total of .81.
The Boilermakers final BCS score then is the average of those three numbers, or (.5450 + .4354 + .81) / 3 = .5968.