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Chemistry Experiments:
Our ambitious multi-part series that will attempt to define the ideal characteristics of an NBA 5-man floor unit continues with a look at the combined passing ability of the unit and its relation to team success.
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5-Man Unit Passing Ratings |
Admittedly the rating formula is currently somewhat of a placeholder until we refine it further, but the gist is to reward passes leading to successful shots from close range at a higher rate than assisted outside shots, while including the rate of passing turnovers. Here are some players to give a sense of the range on this rating:
18.9 - Andre Miller 15.0 - Brevin Knight 11.2 - Allen Iverson 9.1 - Joe Johnson 7.8 - Mike Bibby 6.0 - Tracy McGrady |
4.1 - Tim Duncan 3.0 - Dirk Nowitzki 2.2 - Antawn Jamison 1.4 - Tyson Chandler 0.7 - Channing Frye -0.8 - Samuel Dalembert |
So to calculate a given unit's block rating, we just add up the block % for each of the five players on the court at that moment. If you had a lineup of Iverson-J.Johnson-McGrady-Nowitzki-Frye, you would score it as a 30.0 passing rating unit (11.2 + 9.1 + 6.0 + 3.0 + 0.7). Or to use a more realistic example, the Portland Trailblazers' two most used lineups are:
Blake-Dixon-Khryapa-Randolph-Przybilla -- good for a 23.5 unit passing rating
Telfair-Miles-Monia-Randolph-Przybilla -- with a 17.0 unit passing rating
We elected to use six groupings of units:
- 0 to 16.9 passing 'points'
- 17 to 19.4
- 19.5 to 21.9
- 22 to 24.4
- 24.5 to 26.9
- 27+
This represents a reasonably even distribution of the total units played in the NBA this season. Since we want to examine only meaningful minutes, we have discarded "garbage time" activity from the results.
NBA 2005-06 Season to 2/21
("Garbage time" excluded)
Shot |
Shot |
FGA |
Reb% |
|||||||
0 to 16.9 | 104.1 | 104.7 | -0.6 | .440 | 6.3 | 33.7% | 36.3% | .28 | 30.6% | 17.1% |
17 to 19.4 | 105.4 | 106.0 | -0.6 | .446 | 6.1 | 34.1% | 36.8% | .29 | 29.1% | 16.5% |
19.5 to 21.9 | 107.2 | 106.6 | +0.6 | .451 | 5.8 | 34.0% | 37.1% | .28 | 28.5% | 15.6% |
22 to 24.4 | 108.2 | 107.7 | +0.5 | .456 | 5.9 | 33.9% | 36.1% | .28 | 29.5% | 15.4% |
24.5 to 26.9 | 107.5 | 107.5 | +0.0 | .453 | 5.8 | 35.6% | 37.7% | .28 | 29.4% | 15.8% |
27+ | 108.0 | 108.1 | -0.1 | .453 | 6.0 | 35.5% | 38.7% | .30 | 31.5% | 15.0% |
There are some interesting breaks on this table -- units with combined passer ratings of less than 19.5 have been significantly poorer in offensive efficiency and have been getting outscored by 0.6 points per 100 possessions. On the other hand the two middle groups of passer ratings (19.5 to 24.4) have been been winning combos in net points. Then the two highest levels of combined 5-man unit passer ratings have shown breakeven results, without any clear cut improvement in offensive efficiency over the middle groups.
Other trends evident at a glance include:
- units with poor passing ratings commit more turnovers
- units with the highest passing ratings take more shots from close range (but perhaps sacrifice some optimal efficiency in so doing)
- offensive rebounding effectiveness doesn't seem to correlate with the unit passing ratings
Since most teams feature a primary ball handler on offense though, it makes sense to look at the highest individual passer rating for a unit...
Highest Passing Rating player of the unit |
- 0 to 6.9 passing 'points'
- 7.0 to 8.4
- 8.5 to 9.9
- 10.0 to 11.4
- 11.5+
Player |
Shot |
Shot |
FGA |
Reb% |
||||||
0 to 6.9 | 104.7 | 105.1 | -0.4 | .440 | 6.8 | 33.5% | 35.6% | .29 | 26.4% | 16.8% |
7 to 8.4 | 106.3 | 107.3 | -1.0 | .451 | 5.8 | 34.4% | 37.5% | .28 | 29.7% | 15.9% |
8.5 to 9.9 | 106.0 | 107.3 | -1.3 | .444 | 6.1 | 33.8% | 36.5% | .28 | 31.8% | 15.7% |
10 to 11.4 | 109.4 | 107.4 | +2.0 | .461 | 5.6 | 35.7% | 36.7% | .30 | 31.6% | 15.8% |
11.5+ | 107.0 | 106.2 | +0.8 | .451 | 5.8 | 34.4% | 38.8% | .27 | 28.8% | 15.4% |
The highest player looks are somewhat troublesome since the extremes can be too swayed by one player. For instance in the 11.5+ category you get such heavyweights as Nash and Billups whose teams are doing fabulously well. On the other hand, the inclusion of a Brevin Knight has a dramatic effect on the "Net Points" number since he at this moment carries the 8th worst raw plus/minus total in the league (albeit with a slightly positive 'Roland Rating')!
Still, the table has a pretty strong division between the units with good leading passers and those without such high quality floor leaders -- the under 10.0 top rated player groups are all in the red, while the 10+ units show considerably better offensive efficiency, positive net points, and surprisingly no real drop off in defense excepting the lowest passer level group.
Does this make the top echelon passers that much more valuable? Or are we just wandering into the minefield of using a biased data set [the passing ratings are determined from the same data that we then query on, rather than say using last year's player ratings to this season results or an in-season A/B sampling]?
If you believe in the former, then here are the players of note:
10+ -- Miller (18.9), Arroyo (17.6), B.Davis (16.6), Nash (16.4), Knight (15.0), Paul (14.8), Billups (13.5), Kidd (12.9), Wade (11.4), Iverson (11.2), Francis (11.0), Ridnour (10.9), Blake (10.8), J.Williams (10.8), Livingston (10.3), A.Johnson (10.3), Marbury (10.3), Watson (10.3), Claxton (10.0), Diaw (10.0)
Almost -- Calderon (9.7), L.James (9.7), Nelson (9.7), Cassell (9.5)
What happens you may wonder if a team has an excellent second passer in a unit, or perhaps no one beyond the main ball handler who can "deliver the dish"?
Second Highest Passing Rating player of the unit |
- 0 to 3.9 passing 'points'
- 4 to 4.9
- 5 to 5.9
- 6 to 6.9
- 7+
Player |
Shot |
Shot |
FGA |
Reb% |
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0 to 3.9 | 105.1 | 106.3 | -1.2 | .446 | 6.0 | 34.1% | 36.7% | .28 | 31.0% | 16.9% |
4 to 4.9 | 106.7 | 105.7 | +1.0 | .452 | 6.0 | 33.8% | 37.2% | .27 | 29.9% | 15.9% |
5 to 5.9 | 105.9 | 106.2 | -0.3 | .449 | 6.5 | 34.8% | 37.0% | .27 | 28.7% | 15.8% |
6 to 6.9 | 108.0 | 107.7 | +0.3 | .452 | 5.8 | 35.0% | 36.7% | .29 | 29.1% | 15.2% |
7+ | 107.9 | 107.6 | +0.3 | .451 | 5.6 | 34.4% | 37.9% | .30 | 29.7% | 15.4% |
This presents more of a mixed read, but the two highest level groups for second best passing of the unit do show a positive net and significantly stronger offensive efficiency. It's not however the FG% that changes so much as reduced turnovers and increased free throws.
Turning then to the question sent in by a hefty percentage of the readers of Part I of this "chemistry analysis" series -- what the heck does it all mean! -- it's again a matter of acknowledging that by isolating such a small component of the game any conclusions we try to draw from the numbers are problematic. What we think we see may be more a reflection of some other causative factor, and we're dealing again with limited sample sizes, arbitrary groupings, inherent bias by reusing data, etc.
Nevertheless, it appears that an exceptional passer in a five man unit (as judged by the "placeholder" 82games current passing rating) is a very good thing, although surprisingly having a combined unit passing rating that is far above average does not seem optimal compared to one that is average/slightly above average.
Could a Marbury-Francis backcourt work (as has been a hot trade rumor of late)? Well, there haven't been many teams trying such an approach this season, and the slim evidence suggests it's unlikely to succeed, but from a research perspective we would sure like to see it happen!
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