December 1 - 2004
I will be ranking the NBA teams on a weekly basis using a statistical model to estimate a score based on each team's schedule and the outcomes of every game. The power of the model is that it adjusts for the difficulty of every team's schedule, including the difficulty of playing on the road (home-field advantage). This model assesses the performance of every teams since day 1, and treats each game as equal regardless of whether they occured at the beginning of the season or the end. It is possible to weight more recent games more heavily, however, I'm not convinced of the best weighting strategy. For now, I'm going to keep it objective and treat every game equally. Also, a victory is simply seen as a victory, that is, there is no distinction between a 20 point blowout and an overtime win. In the future, there may be a distinction for decisive games, but at at this point I'm not convinced that the outcome is proportional to the final score difference.
Score / W - L / Team
- 2.10 / 13 - 3 / San Antonio Spurs
- 2.08 / 14 - 3 / Seattle SuperSonics
- 2.01 / 13 - 2 / Phoenix Suns
- 1.14 / 10 - 5 / Sacramento Kings
- 1.12 / 10 - 5 / Indiana Pacers
- 0.98 / 9 - 5 / Minnesota Timberwolves
- 0.95 / 10 - 6 / Dallas Mavericks
- 0.55 / 8 - 6 / New York Knick
- 0.54 / 10 - 6 / Miami Heat
- 0.54 / 8 - 5 / Washington Wizards
- 0.53 / 10 - 6 / Los Angeles Clippers
- 0.50 / 9 - 6 / Cleveland Cavaliers
- 0.36 / 7 - 10 / Toronto Raptors
- 0.34 / 6 - 8 / Philadelphia 76ers
- 0.29 / 9 - 5 / Orlando Magic
- 0.28 / 8 - 6 / Portland TrailBlazers
- 0.25 / 8 - 6 / Denver Nuggets
- 0.13 / 6 - 8 / Boston Celtics
- 0.06 / 7 - 7 / Detroit Pistons
- -0.10 / 9 - 7 / Los Angeles Lakers
- -0.27 / 8 - 8 / Utah Jazz
- -0.50 / 6 - 10 / Houston Rockets
- -0.56 / 5 - 11 / Memphis Grizzlies
- -0.99 / 4 - 9 / Milwaukee Bucks
- -1.42 / 3 - 12 / New Jersey Nets
- -1.64 / 2 - 10 / Chicago Bulls
- -1.92 / 3 - 10 / Charlotte Bobcats
- -2.07 / 3 - 11 / Golden State Warriors
- -2.18 / 2 - 12 / Atlanta Hawks
- -3.10 / 1 - 13 / New Orleans Hornets
Home-field Advantage = 0.73

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