2010-2011 Rest Days Margins

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2010-2011 Rest Days Margins 

Post#1 » by DSMok1 » Tue Aug 17, 2010 5:02 pm

I ran a quick analysis on the rest days in the upcoming schedule, from the data at NBAStuffer:
http://www.nbastuffer.com/2010-2011_NBA_Schedule_Rest_Days_Analysis.html
http://www.nbastuffer.com/2009-2010_NBA_Regular_Season_Rest_Days_Stats.html

What I wanted to find out was the overall impact on efficiency differential expected for each team. I simply looked at the differential from the chart in the second link and applied it to each game in the upcoming season, for the team and for the team's opponents.

Here is the list of teams and the impact of their schedules' rest days:

Code: Select all

TEAM            Team     Opp     Overall Average
Cleveland       0.02    -0.22     0.24
Chicago         0.04    -0.19     0.23
Milwaukee       0.05    -0.16     0.21
Minnesota      -0.01    -0.21     0.20
Charlotte      -0.07    -0.20     0.13
Oklahoma City   0.04    -0.07     0.12
Sacramento      0.09    -0.02     0.11
San Antonio     0.10     0.00     0.10
Dallas          0.00    -0.08     0.08
Memphis         0.05     0.00     0.06
Washington     -0.04    -0.08     0.03
Boston          0.06     0.04     0.02
Phoenix         0.01     0.00     0.01
New Orleans    -0.01    -0.01     0.01
Utah           -0.05    -0.04    -0.01
Toronto         0.03     0.05    -0.02
New Jersey     -0.06    -0.03    -0.03
Detroit        -0.04     0.00    -0.04
Houston         0.00     0.04    -0.04
Portland       -0.07    -0.02    -0.05
Atlanta        -0.03     0.05    -0.07
Indiana        -0.03     0.06    -0.09
LA Clippers     0.00     0.10    -0.10
Miami           0.02     0.13    -0.11
Denver         -0.08     0.03    -0.11
Philadelphia    0.02     0.19    -0.17
Golden State   -0.02     0.15    -0.17
Orlando        -0.06     0.12    -0.18
LA Lakers       0.04     0.22    -0.18
New York       -0.04     0.15    -0.19


This is listed in efficiency differential per game, from scheduled rest days. If I take those values and run the Pythagorean equation, Cleveland gains .65 wins and New York, at the other end, loses 0.5 wins purely based on the schedule.

Not a big effect, but notable.
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