With no #13-16 seeds winning in Round 1, and Texas is going to be the only double digit seed to make the Sweet 16, I wonder if this will be the year of someone having a perfect bracket nationally.
Warren Buffet once offered $1 billion to someone that had a perfect one
That's an approximation if you don't have play-by-play data, although even with play by play data, different sources may vary by 1 or 2. For example, Torvik says the game against VCU was 66 possessions (doesn't separate that out by team), but (58 - 12) + 12 + (0.475 * 17) = 65.075. I saw another site somewhere that said 65 possessions for us, and 64 for VCUFYI, formula for ppp:
(FGA - OREB) + TO + (0.475 * FTA)
FYI, formula for ppp:
(FGA - OREB) + TO + (0.475 * FTA)
Not sure about Torvik, but I do it's the formula kenpom uses:That's an approximation if you don't have play-by-play data, although even with play by play data, different sources may vary by 1 or 2. For example, Torvik says the game against VCU was 66 possessions (doesn't separate that out by team), but (58 - 12) + 12 + (0.475 * 17) = 65.075. I saw another site somewhere that said 65 possessions for us, and 64 for VCU
Excl the VCU game, Torvik had us at 2217 possessions and 2805 points (126.5ppp), but (2058 - 442) + 287 + (0.475 * 674) = 2223.15
After the VCU game, Torvik has us at 2283 possessions and 2881 points (126.2ppp)
0.44 is typically used for NBA, while 0.475 is typically used for NCAAI also think I have seen some publications/sources use a different multiplier (0.44 rather than 0.475 for example).
Good to know about KenPom, though he calculates it for the opponent and averages the two, which might help get closer to the "true" numberNot sure about Torvik, but I do it's the formula kenpom uses:
"Since we need to know things in terms of possessions and possessions is not an official NCAA statistic, it must be estimated. The formula I am using is:
Possessions = FGA-OR+TO+.475*FTA"
Regardless of how one views possessions.... if you apply an exact mathematical formula for every team, the end result should be pretty consistent.
0.44 is typically used for NBA, while 0.475 is typically used for NCAA