I have NO problem with JBs tamtrum..., | Page 7 | Syracusefan.com

I have NO problem with JBs tamtrum...,

It is a common logic mistake to believe that those events increase our chances of winning in any single case.
You are right, but they have to be considered when discussing "down 2 with 10 sec to go". At that point the game is not essentially over and those 2 games alone prove it.
 
You are right, but they have to be considered when discussing "down 2 with 10 sec to go". At that point the game is not essentially over and those 2 games alone prove it.
Now you're trying to go all Bayesian on us. :)
 
5.5% to 0.03%. Those are ken Pom win expectancy prior to the meltdown to after. Meh, not a big deal. Would I have liked to see it play out, sure, but I understand why he went nuts., and I'm good with it.
there's also some slim chance that the unwanted attention on the referees has some payoff later - come ACC tournament time, those refs will know everyone is watching them like a hawk. i'm not saying boeheim was calculating some expected value but that's why I'm fine with it.
 
Retired chemist worked in research area for 37 years. How else can I look at it.
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
 
5.5% to 0.03%. Those are ken Pom win expectancy prior to the meltdown to after. Meh, not a big deal. Would I have liked to see it play out, sure, but I understand why he went nuts., and I'm good with it.

What would our win expectancy have been if:

A. They call a block, and CJ makes the FT, but Duke has the last shot.

B. No call, tie game, but Duke has the last shot.
 
OrangeXtreme said:
What would our win expectancy have been if: A. They call a block, and CJ makes the FT, but Duke has the last shot. B. No call, tie game, but Duke has the last shot.


Off the top of my head

A - 75%

B - 40%
 
Can never agree with a HC going ape-$%*! when there's still a chance to win the game.
If he wanted to send a message, and I do believe there was a method to his madness, he could've given a long diatribe at the presser- or at the very least, let that incompetent ref hear it plenty AFTER the play w/out getting tossed. He took the onus off the bad call and put it on his own histrionics. If another HC had done that, I'd crucify him as well...no questions asked.
Bottomline, whether we SU fans wanna admit it or not, there are those who believe this is tit-for-tat for the Hood block/foul call in the Dome. I saw that call as good at the time, but lets not act like there wasn't a controversy by some for a few weeks.
The charge was a blown call, IMO, and obviously a hose-job. But try telling that to the folks who felt Hood was fouled too.
I personally don't like seeing ANY coach lose it in a close game. JMHO
 

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