Run Expectancy Matrix in Baseball

​
singles
0.1
doubles
0.05
triples
0.01
home runs
0.03
bases on balls
0
taking an extra base
0
Interactively change probabilities for singles, doubles, triples, home runs, bases on balls, and taking an extra base to generate a run expectancy matrix, which is the expected number of runs for a given base position and a given number of outs.

Details

Snapshot 1: walks only
Snapshot 2: home runs only

Permanent Citation

Ben Dilday
​
​"Run Expectancy Matrix in Baseball"​
​http://demonstrations.wolfram.com/RunExpectancyMatrixInBaseball/​
​Wolfram Demonstrations Project​
​Published: June 30, 2014