Monday, April 04, 2011
Intentionally dropping a foul ball
Michael does a super job of analyzing the situation here.
The situation is this: in the top of the last inning, the score is tied, there are no outs, and the runners are on 1B and 2B. The batter has a 1-2 count with the ball in the air. Do you intentionally drop the ball, keeping the batter at the plate at 1-2, and runners at 1B and 2B. Or, do you catch the ball, let the runners go to 2B and 3B, and a new batter at the plate?
This is exactly what win expectancy is designed to answer. Michael starts with the basic win expectancy data, and then looks to try to make adjustments.
The end result is that the fielder made a defensible and gutsy call to not catch the ball.


Was just thinking about this exact play. My initial reaction was that it didn’t seem obviously right or wrong, which seems to be Michael’s conclusion after doing the math.
One other factor that I thought he might have brought up was the speed of Pagan and Reyes. It seems to me like their far above average speed adds a decent amount of value to the 1st/2nd 0 outs state than it would in the 2/3rd 1 out. Still, it probably moves the needle about as much as Wright being down 1-2. Seems like a wash just about any way you slice it.
Did anyone catch the “traditionalist” view on it? I thought I heard Mookie saying he would catch it.