not sure how the NET formula works exactly, but part of it is margin of victory which is a terrible way to select the NCAA tournament qualifiers
HoopDreams said:
not sure how the NET formula works exactly, but part of it is margin of victory which is a terrible way to select the NCAA tournament qualifiers
barsad said:
NET explained
https://www.ncaa.com/news/basketball-men/article/2022-12-05/college-basketballs-net-rankings-explained
Thanks for the explanation. I can't say I completely understand the math, but at least it sounds like scoring margin isn't as large a factor as in the past.Cal8285 said:
Scoring margin is no longer a specific component of NET rankings, but it would be a lie to say that scoring margin is no longer relevant.
While winning percentage, adjusted winning percentage, and scoring margin were removed in 2020 from the formula for NET rankings, those components still play into the other two components that remain, the Team Value Index and the Adjusted Net Efficiency. It wasn't the case that the NCAA decided that those components were not relevant. Rather, those components were already somewhat built into the other components, so they were effectively used multiple times in the original NET ranking formula, and when winning percentage, adjusted winning percentage, and scoring margin were taken out, it made for less redundancy, and based on the "data" they decided it was a better overall metric to remove those redundancies.
Adjusted Net Efficiency is impacted by scoring margins. Lets ignore the "adjusted" part for the moment. Net efficiency is offensive efficiency minus defensive efficiency, with efficiency being points per possession. So net efficiency is essentially just scoring margin adjusted by pace. If you have net efficiency and pace numbers, you can calculate scoring margin without knowing the points scored or given up.
For example, Cal's current net efficiency is negative 0.021 (offensive efficiency of 1.027 and defensive efficiency of 1.048). Cal's possessions per game is 72.9. Multiply 72.9 and negative 0.021 and you get negative 1.512. Rounded to a single decimal, Cal has scored 74.8 points per game and given up 76.3 points per game, a scoring margin of negative 1.5, i.e., the same as we get using net efficiency and pace rather than points scored versus points given up.
Bottom line, scoring margin is still in the formula, but adjusted for pace, plus adjusted for strength of opposition and location (home/neutral/away) of the game.
Similarly, Team Value Index is based on game results, factoring in opponent, location, and the winner. I.e., it is a blend of adjusted winning percentage and strength of schedule that is just more sophisticated than the RPI was.
So, in the end, NET Ranking is basically a more sophisticated version of RPI combined with a sophisticated way to factor in scoring margin, and the changes in 2020 eliminated redundancy to make a "better metric."
Of course, the debate about most deserving versus best can still be had in the committee. The NET ranking is only a tool, only one factor among many the committee views. And aside from simple position in the NET ranking, NET ranking is also used to determine what games are Quads 1 through 4, and Quad 1 wins and Quad 3 or 4 losses are an important tool, too.HoopDreams said:Thanks for the explanation. I can't say I completely understand the math, but at least it sounds like scoring margin isn't as large a factor as in the past.Cal8285 said:
Scoring margin is no longer a specific component of NET rankings, but it would be a lie to say that scoring margin is no longer relevant.
While winning percentage, adjusted winning percentage, and scoring margin were removed in 2020 from the formula for NET rankings, those components still play into the other two components that remain, the Team Value Index and the Adjusted Net Efficiency. It wasn't the case that the NCAA decided that those components were not relevant. Rather, those components were already somewhat built into the other components, so they were effectively used multiple times in the original NET ranking formula, and when winning percentage, adjusted winning percentage, and scoring margin were taken out, it made for less redundancy, and based on the "data" they decided it was a better overall metric to remove those redundancies.
Adjusted Net Efficiency is impacted by scoring margins. Lets ignore the "adjusted" part for the moment. Net efficiency is offensive efficiency minus defensive efficiency, with efficiency being points per possession. So net efficiency is essentially just scoring margin adjusted by pace. If you have net efficiency and pace numbers, you can calculate scoring margin without knowing the points scored or given up.
For example, Cal's current net efficiency is negative 0.021 (offensive efficiency of 1.027 and defensive efficiency of 1.048). Cal's possessions per game is 72.9. Multiply 72.9 and negative 0.021 and you get negative 1.512. Rounded to a single decimal, Cal has scored 74.8 points per game and given up 76.3 points per game, a scoring margin of negative 1.5, i.e., the same as we get using net efficiency and pace rather than points scored versus points given up.
Bottom line, scoring margin is still in the formula, but adjusted for pace, plus adjusted for strength of opposition and location (home/neutral/away) of the game.
Similarly, Team Value Index is based on game results, factoring in opponent, location, and the winner. I.e., it is a blend of adjusted winning percentage and strength of schedule that is just more sophisticated than the RPI was.
So, in the end, NET Ranking is basically a more sophisticated version of RPI combined with a sophisticated way to factor in scoring margin, and the changes in 2020 eliminated redundancy to make a "better metric."
The efficiency factor seems to favor potential (or best team) rather than results, which seems reasonable as long as the other two factors favor results.
I didn't like the debate in FB where results didn't seem to factor as heavily as potential ... the long debate over most deserving team (earned on the field) vs best team (determined subjectively, and highly dependent on injuries).
I'm in the results on the field/court matter the most camp