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Defense-Independent Component ERA

`DICE = 3.00+(13* HR +3( BB + HBP )-2* K )/( IP )`
`(HR)"number of home runs"`
`(BB)"number of walks"`
`(HBP)"number of hit batters"`
`(K)"number of strikeouts"`
`(IP)"number of innings pitched"`

The Defense Independent Component ERA calculator computes the pitching statistic based on events that do not involve fielders.

INSTRUCTIONS: Enter the following:

  • (HR) Home Runs 
  • (BB) Walks (base on balls)
  • (HBP) Hit Batters
  • (K) Strikeouts
  • (IP) Innings Pitched

Defense-Independent Component ERA (DICE): The calculator returns the ERA.

The Math / Science

The Defense-Independent Component ERA in baseball is a defense-independent pitching statistic to measure a pitcher's effectiveness based only on statistics that do not involve fielders (except the catcher). These include home runs allowed, strikeouts, hit batters, walks, and, more recently, fly ball percentage, ground ball percentage, and (to much a lesser extent) line drive percentage. By focusing on these statistics, which the pitcher has almost total control over, and ignoring what happens once a ball is put in play, which the pitcher has little control over, DIPS can offer a clearer picture of the pitcher's true ability.
The Defense-Independent Component ERA formula was created by Clay Dreslough: 

`DICE=3.00+(13HR+3(BB+HBP)-2K)/(IP)`

where:

  • `HR` = number of home runs (hits on which the batter successfully touched all four bases, without the contribution of a fielding error)
  • `BB` = number of walks (also called base on balls, times pitching four balls, allowing batter to take first base)
  • `HBP` = number of hit batters (times hit a batter with pitch, allowing runner to advance to first base)
  • `K` = number of strikeouts (number of batters who receive strike three)
  • `IP` = number of innings pitched (number of outs a team gets while a pitcher is pitching divided by three)


Baseball Stats Calculators

Baseball Base Separation:

References

Wikipedia (https://en.wikipedia.org/wiki/Defense_independent_pitching_statistics#Alternate_formulae and https://en.wikipedia.org/wiki/Baseball_statistics)