I think your math might be slightly off.... by my calculations 12 regular season wins = 100% probability. Also, 13 wins = 100% probability.
So it is statistically impossible to lose a game next year.
That's ignorant.
I think your math might be slightly off.... by my calculations 12 regular season wins = 100% probability. Also, 13 wins = 100% probability.
So it is statistically impossible to lose a game next year.
That's ignorant.
Clearly you don't know how to do math. You must have been raised in Nebraska.
I don't even know what that means. Good job.![]()
My take:
Highly probable wins (prob. of victory > 0.900 for each game): EIU, BSU, IU, ISU, MINN
Likely wins ( 0.700 < prob. of victory < 0.900 ): NW, UA, MSU, MICH
Borderline wins (0.550 < prob. of victory < 0.700): UW, PSU
Push (0.450 < prob. of victory < 0.550): tOSU
"BY THE NUMBERS" worst case: (Calculating using the low range probability values as our null hypothesis)
expected # of victories = 8.85 games
standard deviation = 1.43 games
"BY THE NUMBERS" best case: (using the high-range values for our null hypothesis)
expected # of victories = 10.55 games
standard deviation = 1.01 games
Now using a 2-standard deviation "rule of thumb" in order to discern what should constitute a "usual" outcome for each null hypothesis I arrive at the following results:
Worst-case: Here the "usual-range" would be between 6 and 11.7 wins with a mean outcome right in the middle. This obviously reveals BOTH the lack of resolution that you can have in this sort of analysis AND the REALITY that a team like Iowa really CAN have a VERY narrow margin for error.
Best-case: Here the "usual-range" would be between 8.5 and 12 wins, with a mean outcome at right around 10.5 wins.
Conclusion: The reality in 2010 probably lies somewhere in between the worst and best cases. I'm inclined to bet that a mean of 9.75 wins with a standard deviation of 1.25 games is probably the closest thing to reality for the 2010 Hawk squad. That would imply that an 11 win season would simply be a single standard deviation away from the mean ... making it a VERY attainable outcome. However, nearly equally likely would also be an 8.5 win season (roughly speaking 8 wins with a game right on the border that could go either way).
Your "worst case" is not the worst case. I'm not going to jinx anything by explaining it, but a lot of things could happen next year.
The kool-aid is flowing in this thread.
My take:
Highly probable wins (prob. of victory > 0.900 for each game): EIU, BSU, IU, ISU, MINN
Likely wins ( 0.700 < prob. of victory < 0.900 ): NW, UA, MSU, MICH
Borderline wins (0.550 < prob. of victory < 0.700): UW, PSU
Push (0.450 < prob. of victory < 0.550): tOSU
"BY THE NUMBERS" worst case: (Calculating using the low range probability values as our null hypothesis)
expected # of victories = 8.85 games
standard deviation = 1.43 games
"BY THE NUMBERS" best case: (using the high-range values for our null hypothesis)
expected # of victories = 10.55 games
standard deviation = 1.01 games
Now using a 2-standard deviation "rule of thumb" in order to discern what should constitute a "usual" outcome for each null hypothesis I arrive at the following results:
Worst-case: Here the "usual-range" would be between 6 and 11.7 wins with a mean outcome right in the middle. This obviously reveals BOTH the lack of resolution that you can have in this sort of analysis AND the REALITY that a team like Iowa really CAN have a VERY narrow margin for error.
Best-case: Here the "usual-range" would be between 8.5 and 12 wins, with a mean outcome at right around 10.5 wins.
Conclusion: The reality in 2010 probably lies somewhere in between the worst and best cases. I'm inclined to bet that a mean of 9.75 wins with a standard deviation of 1.25 games is probably the closest thing to reality for the 2010 Hawk squad. That would imply that an 11 win season would simply be a single standard deviation away from the mean ... making it a VERY attainable outcome. However, nearly equally likely would also be an 8.5 win season (roughly speaking 8 wins with a game right on the border that could go either way).
I think 10-2 is very attainable for you guys. Most of your team is back this year but Stanzi needs to be awake for all 4quarters so no heart attacks happen this year. You got alot of respect last year but you will get even more if it doesnt come down to the wire week in and week out. Number one goal should be to beat Ohio State. Then you can seal the big 10.
Through your probablilty analysis it appears the Hawks winning only 8 games is more likely than winning 12. So we agree on that.
Winning 9, 10 or 11 games appear the more likely scenarios, as you determined with your analysis. I also agree with this.
That said I hope everything goes right for the Hawks and they can somehow pull out 11 or 12 wins and get into the NC game. It's possible but the Hawks will need some help and a little luck along the way.
If anyone thinks DDHawkeye is being ignorant for his post, than you are clearly being ignorant... hard! If I can predict the future, and I can, this is the beginning of an (8)peat National Championship run by the glorious Hawkeyes!!!
If anyone thinks DDHawkeye is being ignorant for his post, than you are clearly being ignorant... hard! If I can predict the future, and I can, this is the beginning of an (8)peat National Championship run by the glorious Hawkeyes!!!
The ignorance of your ignorant post is ignorant.
Hey didnt DaBears have a 8pete once. Not a repete or a 3pete but a minimal 8pete
Until we actually beat osu, I mark that game down as a loss.
They just have our number. We win about once a decade so I guess if that is the case, this is our last chance this decade to beat them.
The osu/Ia game is like Ia/psu only with whip cream and a cherry on top. They just have our number in spades, and hearts, and diamonds, and clubs. If Iowa wants to beat osu, KF cannot be conservative, which means we aren't going to beat them often.