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THE BOOK--Playing The Percentages In Baseball

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Monday, September 29, 2008

End of year Sabermetric stats

By Tangotiger, 03:21 PM

Courtesy of Patriot.

I don’t really have much to add.  Patriot noted that he uses a 73% offensive replacement level, likening it to a .350 OW%.  Using PythagenPat and 4.5 RPG per team, I get .364.  No biggie.  Just wanted to point out that he should probably be saying .360 not .350.  However, what if you look at it as one replacement guy with 8 average guys?  In this case, this team will win .486 games, making our replacement level -.014 wins per game (or more accurately per one-ninth of a game slice).  Adjusted to a per game basis, that’s -.014 times 9 equals -.126, or a .374 win%. 

That is, rather than presuming 9 replacement-level hitters with a team of average defense, we presume 1 replacement-level hitter, 8 average hitters, and average defense.  That gives you a .486 win%.  The marginal impact is .014, which you “annualize” by multiplying by 9.  Kinda like ERA for relievers.  Anyway, to get it to my replacement level, I’d use 74% or 75%.  We’re pretty much in agreement here.

With starters, if we repeat this process, but presume 5.4 IP per replacement start, and the bullpen gives him average support, then Patriot’s 125% gives you a starter win% of .390.  To make it .380, you’d want 1.27 or 1.28.  So, 125% is perfectly fine.

For relievers, it’s the same process as hitters, if you presume 1 IP per replacement relief.  You’d want 106% or 107% of league average.

Anyway, basic core agreement, with just a smidge of disagreement on the peripherals.

(69) Comments • 2009/05/05 • SabermetricsDataTalent_Distribution
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September 29, 2008
End of year Sabermetric stats