Edinson Volquez' ERA Cannot Last
This is based on nearly 1,000 cases since 1999. Essentially it's baserunners per nine rankings of pitchers with at least 150 innings in that season and the correlation to their ERA. I included pitchers with at least 40 innings thus far this year to get closer to 1,000. What the correlation shows us is that this can tell us to a pretty decent degree what an ERA SHOULD be.
For those a bit unfamiliar with how to plug the numbers in just follow the formula at the top right of the image [.4902*(baserunners9) - 1.7145] and we'll get a "projected ERA". Amongst those whose ERAs have been amongst the most lucky this year: Edinson Volquez (projected ERA 3.85), Fausto Carmona (4.9), Tim Lincecum (3.84), Daisuke Matsuzaka (3.76), and John Lannan (5.14). The unlucky ones include Johnny Cueto (3.58), Dave Bush (4.53), Ted Lilly (3.95), Justin Verlander (4.78), and Jarrod Washburn (4.32).
If you're an owner of Volquez and you need another position, it would be smart to cash in now. He's not going to erupt, but that sparkling ERA is going to go away sooner than later.
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It's a good thing...
that correlation=causality.
by Gray on
May 18, 2008 11:16 PM EDT
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I’ll assume you meant =/=.
A 91% strand rate obviously won’t last.
"I've seen many, many blue skies turn gray, but the sun will eventually return, and so will I. So will I." - Carlos Pena
by R.J. Anderson on
May 19, 2008 2:57 PM EDT
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If I remember correctly
a 60% strand rate won’t last.
still needs more Bonds
by JI on
May 19, 2008 7:42 PM EDT
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No, I meant =, because above you write that his ERA will rise since baserunners/9 implies a certain ERA.
I’m more interested in all the factors that you left out. What about K/9 and HR/9 (both fantastic for EV)? What about where those baserunners are? I find it easy to believe that it’s a lot easier to strand a baserunner on first than to strand one on third.
You just seem to imply that the only other possible factor is luck, and while baserunners/9 appears to be fairly highly correlated with ERA, it’s not perfectly correlated by any means, and I suspect there are other major factors besides it and luck.
by Gray on
May 19, 2008 7:45 PM EDT
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sarcasm aside...
I agree. Although the correlation is pretty good, it isn’t perfect. I notice some very notable outliers there in that plot and there is no reason to believe that the only reason for the outliers is luck.
The assumption here that a correlation reflects an underlying truth and that outliers are lucky (or unlucky) may or may not be true, but it is testable. What might be more instructive, would be to look at the cases of outliers in the plot in the first half of the season (e.g. 2 SDs away from prediction) and see how they perform in the second half.
by DenverBears on
May 20, 2008 4:35 PM EDT
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Well...
Volquez’s QuikERA, which predicts future ERA better than actual ERA, is 3.63. Yes, it’s higher than his actual ERA based off of fewer than two months of starts, but it’s also pretty damn impressive, and given his strikeout totals should still leave him amongst the elite as long as he doesn’t start giving up home runs.
"I don't set the rosters, I just make fun of the guy who does" - Rob Neyer
by Marc Normandin on
May 20, 2008 8:16 AM EDT
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Several GB pitchers in there
Volquez is getting 54% GB’s at this point with 14% LD’s. Perhaps this is the reason behind the reason for his low ERA? (Both numbers are well off his career numbers, btw.) Batted ball numbers generally stablize quicker and Volquez has faced 227 hitters this year. A little regression, sure, but I see some evidence that he can hold this.
http://mvn.com/mlb-stats
by pizzacutter on
May 20, 2008 4:55 PM EDT
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![From Replacement Level Yankees Blog
Not a whole lot to say, just some hitorical context for what Wang is in the middle of.
[Standard statement of the many things besides just a pitcher's ability that go in to ERA.]](http://cdn0.sbnation.com/fan_shot_images/44569/250oumu_small.jpg)









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