note before reading: YES, I have too much time on my hands
I was looking at some box scores when I noticed that my closer, Brad Lidge, has 5 wild pitches after 33 games. This seems abnormal to me. Looking at Lidge's MLB stats for 2005 he had 8 wild pitches while facing 291 batters. So he had a wild pitch 2.7% of the time (8/291) during his 2005 MLB season.
After searching online I found a reference to the advanced rules online and it states you determine the occurence of a wild pitch by rolling a 20-sided dice everytime you roll to determine the result of a player's at bat. A roll of 1 on the 20-sided die indicates that a wild pitch may occur. Roll the 20-sided die again and refer to the pitcher's wild pitch rating. If the number rolled is less than or equal to the pitcher's wild pitch rating then a wild pitch occurs and all base runners advance 1 base.
So Lidge (wp-20) [b:5adf56ac3d]ALWAYS[/b:5adf56ac3d] gets a wild pitch when ever the chance for a wild pitch occurs. According to strat-o-matic Lidge should have a wild pitch 5% of the time (1/20).
Does this sound correct? It doesn't to me, it sounds like the system is skewed to give more wild pitches than the players actual results. So I checked a few more players.
[u:5adf56ac3d]strat rating and percentage followed by MLB actual percentage[/u:5adf56ac3d]
Brad Lidge, wp-20(5.0%), had 8 wild pitches versus 291 batters face (2.7%)
Fransisco Rodriquez, wp-20(5.0%), had 8 wild pitches versus 279 batters faced (2.8%)
Joe Nathan, wp-6(1.5%), had 2 wild pitches versus 276 batters faced (0.72%)
Billy Wagner, wp-9(2.25%), had 3 wild pitches versus 297 batters faced (1%)
am I missing something here or does it look like SOM just about doubles the possibility of wild pitches to occur? Is my math incorrect here?
[u:5adf56ac3d]my math to determine % chance of WP to occur according to SOM ratings[/u:5adf56ac3d]
(1/20 per at bat) * (pitchers rating / 20 ) = % chance for WP to occur
Lidge has a wp-20 rating, so that is (1/20) * (20/20) = 0.05 = 5.0%
Nathan has a wp-6 rating, so that is (1/20) * (6/20) = 0.015 = 1.5%
advanced rules online
http://www.baseballthinkfactory.org/btf/pages/basesim/somrules.htm
Brad Lidge stats
http://sports.espn.go.com/mlb/players/stats?playerId=5102
F-Rod stats
http://sports.espn.go.com/mlb/players/stats?playerId=5357
Joe Nathan
http://sports.espn.go.com/mlb/players/stats?playerId=4044
Billy Wagner
http://sports.espn.go.com/mlb/players/stats?playerId=5536