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THE BOOK--Playing The Percentages In Baseball

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Thursday, March 22, 2007

Double Steals

By Tangotiger, 04:36 PM

The always resourceful Dan Fox comes through again, this time on double steals:
http://www.baseballprospectus.com/article.php?articleid=6003&mode=print&nocache=1174595744

This part struck me:


Breakeven points:

Outs BE%
0 .639
1 .558
2 .735

Actual results:

Outs Succ Att Pct
0 638 1127 0.566
1 1587 2258 0.703
2 769 776 0.991

What does this mean?  With 0 outs, the breakeven point is 64%, meaning that you should only try the double steal if you are going to make it at least 64% of the time (i.e., you are 64% to 100% certain to make it).  The overall average was only 57%. 

On the other hand, with 1 out, the minimum level of success is only 56% (i.e., run when you are 56% to 100% sure to make it).  And, they were successful 70% of the time.  So, it seems that just about all the time, they ran above the breakeven level.  And this is when they ran the most.

With 2 outs, the minimum level of success is 74% (i.e., 74% to 100% is the range to run on).  And, they were successful 99% of the time!  This is rather shocking.  On the 776 attempts, they were just about all “sure things”.  And, remember, our breakeven requirement level was the highest.

It’s almost as if the fielding team, knowing that you’d have to be crazy to double-steal, put their fielding alignment in such a way as to make it easier to let the other team steal, since they expect so few steals, and instead concentrate on putting their fielders in the position to get the batter out at first.

You could spend all day looking at this stuff.  And of course, it would get even more interesting if you look at win expectancy rather than run expectancy.

#1    guy      (see all posts) 2007/03/22 (Thu) @ 17:30

I think the .99 success rate is misleading.  If you attempt a double steal with 2 outs and one of the runners is thrown out, the inning is over and (I assume) the other runner won’t be credited with a SB.  So that case won’t look like a double steal attempt in the data. 

I’m not sure how to account for the 7 recorded two out failures—probably oddball plays.  Maybe cases where both runners are initially successful but the lead runner is then thrown out trying to go all the way home? Or the runner on 2B steals third and home on the same play, but trailing runner gets nailed at 2B?


#2    Joe Arthur      (see all posts) 2007/03/22 (Thu) @ 19:08

Agreed about the 99%.

I would guess the 7 failures are delayed double steals where the trail runner did obtain his base and the lead runner was probably put out in a rundown.

If there’s a CS then no SB is awarded to the other runner; the way you’d tell it was a double steal attempt would be if the other runner is recorded as moving up a base on the play. As Guy points out, if a CS makes the 3rd out, usually there will be no record that the other runner(s) were trying to advance, so it won’t be possible to distinguish “single steal” attempts from “double steal” attempts.


#3    tangotiger      (see all posts) 2007/03/22 (Thu) @ 19:27

Great stuff guys… makes perfect sense.

I guess we lose sight of the fact that we would prefer that the data recorder puts in “intent”, rather than us trying to infer it.  This is a great example of that.


#4    Guy      (see all posts) 2007/03/22 (Thu) @ 22:53

I wonder if there is a way to make an estimate of the actual success rate?  I suppose for plays involving a CS at home, it would be safe to assume the other runner(s) would always be going.  But with runners on 1st and 2nd and 2 outs, that likely wouldn’t be a safe assumption (a much slower runner on 1B might stay put).  Certainly if a CS were recorded at 2B (does the data tell us that?), we’d know it was a double steal.  But what about CS at 3B?  Any way to estimate how many were double steal attempts?


#5    dkappelman      (see all posts) 2007/03/23 (Fri) @ 01:47

I can’t track down the unsuccessful double steals, but I was able to look at the successful ones from a Win Probability standpoint. 

20 double steals in 2006 were really hit and runs where the batter struck out. 

If you look at all 106 double steals, they had a WPA of 3.412.  (.0322 wins a double steal).  When you include everything that happened on the play including the strikeouts, errors, etc… you’re looking at a 2.63 WPA (.0248 wins a double steal). 

The successful ones were attempted with an average LI of 1.7.

Here was the most valuable one of 2006 (Brian Roberts and Jeff Fiorentino in the 8th):
http://www.fangraphs.com/plays.aspx?date=2006-09-21&team=Orioles&dh=0&season=2006


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