However, is Cabrera on his way to surpassing Cobb? There are several counter-arguments to the above stats. First of all, Cobb is done as a player; his stats are final. Cabrera is right in the middle of his career; who knows what he'll do in the future? Also, both have played in completely separate eras. While the advanced stats above kind of neutralizes this, I think we can take it a step further.
For this comparison, I'm going to take both players 5 best consecutive seasons, which just happens to be exactly 100 years apart (1909-1913 for Cobb and 2009-2013 for Cabrera). Now this is kind of unfair to Cabrera because he's right in the middle of his 2013 season, so obviously his numbers are going to change after the season. Although Cabrera does have more PA, 3047 to Cobb's 3005, so I think it'll work alright.
First the traditional stats:
Player | Years | PA | Runs | HR | RBI | AVG | OBP | SLG | OPS |
---|---|---|---|---|---|---|---|---|---|
Ty Cobb
|
1909-1913
|
3005
|
559
|
36
|
475
|
0.396
|
0.455
|
0.564
|
1.018
|
Miguel Cabrera
|
2009-2013
|
3047
|
482
|
165
|
544
|
0.334
|
0.418
|
0.594
|
1.012
|
Now the advanced stats:
Player | Years | PA | wOBA | wRC+ | OPS+ | fWAR/150 | rWAR/150 |
---|---|---|---|---|---|---|---|
Ty Cobb | 1909-1913 |
3005
|
0.481
|
191
|
198
|
10.1
|
10.1
|
Miguel Cabrera | 2009-2013 |
3047
|
0.425
|
167
|
169
|
6.3
|
6.5
|
For the next set of stats, I'm using the same methodology as OPS+. OPS+ is calculated as follows:
OPS+ = (OBP/lgOBP + SLG/lgSLG - 1) * 100
OPS+ adjusts for both the park and league and is put on an easy scale of 100 being average. So if a player has an OPS+ of 110, he was 10% better than league average and someone with an OPS+ of 90 was 10% below average.
The hard part is figuring out the park factors. Luckily, Baseball-reference already does this, not only for OBP and SLG, but also for AVG too. League stats are easily accessible too. So essentially we can figure out AVG+, OBP+, SLG+, OPS+ and ISO+. I also want to calculate BB+ and K+ using walk rates and strikeout rates, but since neither of those are balls in play, I don't think the park effects are necessary.
Player | Years | PA | AVG+ | OBP+ | SLG+ | OPS+ | ISO+ | BB+ | K+ |
---|---|---|---|---|---|---|---|---|---|
Ty Cobb | 1909-1913 | 3005 | 148 | 136 | 162 | 198 | 114 | 108 | 63 |
Miguel Cabrera | 2009-2013 | 3047 | 127 | 127 | 142 | 169 | 115 | 148 | 77 |
So now we have stats of both Cobb and Cabrera with about equal playing time, right in the prime of their careers, taking into account park effects and adjusted to the league. A player wants to have a low strikeout rate, so having a K+ of less than 100 is a good thing.
Aside from the walk rate, it looks pretty clear that Cabrera hasn't reached Ty Cobb's level yet. However, he still has many years of playing time to try to catch him. Cabrera currently has an OPS+ of 188 for 2013 - the highest of any year of his career. If he can sustain that for several more years, it could get close.
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