(01-08-2019 01:30 PM)PT_american Wrote: (01-08-2019 01:11 PM)fishpro1098 Wrote: (01-08-2019 08:27 AM)vick mike Wrote: (01-08-2019 08:22 AM)Tiger1983 Wrote: (01-08-2019 08:07 AM)CougarRed Wrote: Bracket Matrix
Houston 4
Cincy 8
UCF 10
Temple the 5th team out.
http://bracketmatrix.com
If Houston continues holding at #4 or above, it will be interesting to see if the Committee allows the Cougars a #1 seed. Anything less than a #2 seed makes a mockery of their own metrics and anything less than a #1 seed requires rationale explanation.
Depends. How far will Houston drop after losing tomorrow night?
Good point.
How high will Temple climb with a win over #4 in net? or will you drop just because??? This thing seems pretty erratic. I do think to maximize bids the top 3 or 4 teams need to beat Houston to add a quality win to their resumes. Say split with Temple, Cinc and UCF and maybe one other in this group of (SMU, Tulsa or Memphis). So maybe Tulsa at the moment but we will see how it goes.
I am kinda questioning the accuracy of this NET, in particular the Net Efficiency calculations. The formula for calculating the Off Eff seems legit, but the Def Eff formula, in particular the Total Number of Opponents Possessions looks suspect.
Offensive Eff, Total Number of Possessions is: FGA - OReb + Turnovers + (.475 * FTA)
Let's look at this:
1. FGA is shots at the basket so it's legit for possession count
2. Subtracting Offensive Rebounds reduces number of possessions which makes Off Eff go up. That's reasonable.
3. Adding turnovers is odd, as it seems more intuitive it would decrease your number of possessions, but have to keep in mind a higher number of possessions actually reduces the Off Eff so I guess that's why they add it.
4. The more free throws you attempt, the higher your possession count, so you are penalized for getting your points at the free throw line? Seems unreasonable IMO.
Now Defensive Efficiency, Total Number Opponent Possessions: FGA - OR + Opp Turnovers + (.475 * Opp FTA)
1. Same start on # of possessions with FGA.
2. Now, subracting your Opponents O Rebounds increases your DE. That sounds backwards, if your oppenents are getting O Rebs, your defenseive efficiency should go down IMO.
3. Adding opponents turnovers? The more your opponent turns the ball over actually reduces your DE, one would think that would increase your defensive efficiency IMO.
4. More opponent free throws reduces your DE. That sounds reasonable.
Everything else looks reasonable I guess. So, it's a nice graphic, but I'm not sure this is an accurate representation of the formula components.
edit: forgot to add my comments on the Net Efficiency = O - D.
So clearly the formula prefers a higher offensive efficiency number versus deffensive efficiency number. Maybe that's why I have questions about the defensive possessions calculation, as it looks like you want the O to be much larger than D if the desired result is a high Net Efficiency. (Is it desired?)
And what is the meaning of a negative Net Efficiency if the D > O?