Latrinsorm
10-22-2014, 09:46 PM
I was glancing over the preseason standings today and noticed that the Lakers had an average margin of victory of -14.2, and I wondered: does preseason margin of victory give us any information about regular season margin of victory? So I took the last five full years of data and as it turns out, yes!
http://img.photobucket.com/albums/v456/johnnyoldschool/NBAPreseasonCorrelation_zps04f220f4.png
More broadly, we can look at four factors...
1. If a team with a positive MoV in the preseason had one in the regular season,
2. the same for negative,
3. if a team with a positive MoV in the regular season made the playoffs, and
4. the same for negative missing the playoffs.
These factors over this sample turn out to be 63% ± 10%, 67% ± 12%, 95% ± 5%, 87% ± 8%.
Thus...
If your team finishes the preseason with a positive MoV, you'd have a 60% ± 10% chance of making the playoffs.
If your team finishes the preseason with a negative MoV, you'd have a 58% ± 12% chance of missing the playoffs.
These numbers are indistinguishable from chance, but because each individual factor is distinguishable from chance I anticipate that with more data a better-than-chance outcome will arise. Stay tuned! :)
http://img.photobucket.com/albums/v456/johnnyoldschool/NBAPreseasonCorrelation_zps04f220f4.png
More broadly, we can look at four factors...
1. If a team with a positive MoV in the preseason had one in the regular season,
2. the same for negative,
3. if a team with a positive MoV in the regular season made the playoffs, and
4. the same for negative missing the playoffs.
These factors over this sample turn out to be 63% ± 10%, 67% ± 12%, 95% ± 5%, 87% ± 8%.
Thus...
If your team finishes the preseason with a positive MoV, you'd have a 60% ± 10% chance of making the playoffs.
If your team finishes the preseason with a negative MoV, you'd have a 58% ± 12% chance of missing the playoffs.
These numbers are indistinguishable from chance, but because each individual factor is distinguishable from chance I anticipate that with more data a better-than-chance outcome will arise. Stay tuned! :)