Predicting the use of the Sacrifice Bunt in Major League Baseball. Charlie Gallagher Brian Gilbert Neelay Mehta Chao Rao

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Predicting the use of the Sacrifice Bunt in Major League Baseball Charlie Gallagher Brian Gilbert Neelay Mehta Chao Rao

Understanding the Data Data from the St. Louis Cardinals Sig Mejdal, Senior Quantitative Analyst Consists of plate appearances with men on base The teams involved in the occurrence Inning/Score/# of Outs/Batter Need to determine which variables matter the most in bunt prediction 2

Data Pre-Processing Challenges Partitioning the data Numerical vs. Categorical Eliminating variables Creating dummy variables Binning variables Deriving new variables Using outside data sources to validate our assumptions Baseball-reference.com 3

Naïve Rule and AL/NL Difference Bar Chart AL: 0 NL: 1 Binary - 0 AL: 0 NL: 1 Binary - 1 33050 30000 30489 25000 20000 15000 10000 5000 0 672 1324 0 1 0 1 Bunt: 1 No Bunt: 0 4

The Significance of Score Difference Bar Chart 15946 14000 12000 10000 8281 8000 7076 6000 5383 5875 4000 2510 3642 4156 2760 2000 0 1037 696 19 16 34 58 105 194 309 445 1736-15 -13-11 -9-7 -5-3 -1 1 3 5 7 9 11 13 15 score (bat - field) 1761 1308 784 535 373 226 135 70 29 22 14 5

Visualizing the Data Inning vs. Bunt Percentage Batter Position vs. Bunt Percentage 25% 25% Bunt Percentage 20% 15% 10% 5% Bunt Percentage 20% 15% 10% 5% 0% 1 2 3 4 5 6 7 8 9 10 Inning Dodgers Rockies Red Sox Brewers Global 0% 1 2 3 4 5 6 7 8 9 Batter Position Dodgers Rockies Red Sox Brewers Global Basecode Basecode vs. Bunt Percentage Runners on: 8% 1. 1 st 2. 2 nd 3. 3 rd 4. 1 st & 2 nd 5. 1 st & 3 rd Bunt Percentage 7% 6% 5% 4% 3% 2% 1% 0% 1 2 3 4 5 6 7 6. 2 nd & 3 rd Basecode 6 7. 1 st, 2 nd & 3 rd Dodgers Rockies Red Sox Brewers Global

Methodology Classification Trees Desired by client Low bunt frequency led to difficulties Over-sampling helped, but still not accurate Logistic Regression: Global vs. Teambased Initially, team-based models looked most ideal Team-based models much more parsimonious and but not as accurate as global models 7

The Best Model Global Logistic Regression - Best Subset Cutoff of 0.5 Validation Error Rate: 3.00% NYY & CWS: 2.72% Error The Regression Model Input variables Constant term Inning 1-9: 0 10+: 1 out.before basecode.before_3 basecode.before_4 basecode.before_6 basecode.before_7 binned score diff_2 binned score diff_5+ binned bpos_3-7 binned bpos_9 Top Bunter Team binned_2 Team binned_3 Team binned_4 Coefficient Std. Error p-value Odds -2.91484118 0.19527394 0 * 1.43896341 0.31070757 0.00000363 4.2163229-2.06532502 0.12200621 0 0.12677707-1.18709564 0.52609891 0.02404486 0.3051061 0.47677508 0.16713402 0.00433562 1.61087108-2.63196373 1.02573335 0.01028984 0.07193705-2.14123392 0.72531897 0.00315593 0.11750975 0.66862828 0.20002525 0.00082962 1.95155859-0.85927516 0.3422673 0.01205473 0.42346892-1.65075326 0.1863011 0 0.1919053 1.85490274 0.15460882 0 6.39107656 1.51956904 0.26843038 0.00000002 4.57025528 0.90669906 0.20409924 0.00000889 2.47613549 1.00761068 0.20899259 0.00000143 2.73904896 1.47704506 0.21063162 0 4.3799839 Residual df Residual Dev. % Success in training data # Iterations used Multiple R-squared 9985 1757.736206 3.17 9 0.3749283 8

Performance Metrics Validation Data scoring - Summary Report Cut off Prob.Val. for Success (Updatable) 0.5 Classification Confusion Matrix Predicted Class Actual Class 1 0 1 226 1317 0 184 48273 Error Report Class # Cases # Errors % Error 1 1543 1317 85.35 0 48457 184 0.38 Overall 50000 1501 3.00 Elapsed Time Overall (secs) 593.00 9

Caveats in the analysis Data Purged 2004 Season Potential important data not provided Opposing pitcher, weather Naïve Rule is tough for a model to beat Sacrifice bunts not a common occurrence Need more power! More powerful software could have made the analysis more manageable 10

Final Thoughts Domain Knowledge extremely powerful Complicated Models: Marginal Improvement over Naïve Rule Cost-Benefit: How much is the model worth in wins compared to using the Naïve Rule? Predict approximately 2-3 more bunts, prevent 1 run over the course of a season Assume a competent manager s domain knowledge would be far more effective 11

Justification for binning teams Red Sox 20 2375 0.84% Blue Jays 26 2213 1.17% Athletics 29 2296 1.26% Rangers 28 2056 1.36% Yankees 41 2193 1.87% Devil Rays 41 2045 2.00% Orioles 49 2288 2.14% Indians 52 2328 2.23% Royals 52 2012 2.58% Mariners 58 2197 2.64% Padres 62 2259 2.74% Twins 58 2081 2.79% Phillies 68 2221 3.06% Angels 73 2235 3.27% Tigers 72 2137 3.37% Reds 71 2042 3.48% Diamondba 70 1957 3.58% Brewers 74 2037 3.63% Cardinals 80 2133 3.75% Giants 85 2204 3.86% Braves 82 2100 3.90% Dodgers 81 2051 3.95% White Sox 79 1981 3.99% Mets 81 2007 4.04% Marlins 84 2056 4.09% Pirates 86 2034 4.23% Cubs 89 1935 4.60% Astros 97 2076 4.67% Rockies 106 2130 4.98% Nationals 102 1860 5.48% Team group 1 Team group 2 Team group 3 Team group 4 12