Preface to the Paperback Edition; Introduction; Simple Models from Tabletop Baseball Games; Exploring Baseball Data; Introducing Probability; Situational Effects; Streakiness (Or, The Hot Hand); Measuring Offensive Performance; Average Runs per Play; The Curvature of Baseball; Making Sense of Baseball Strategy; Measuring Clutch Play; Prediction; Did the Best Team Win?; Post-Game Comments (A Brief Afterword); Baseball Games; Glossary; Bibliography; Index
Jim Albert is a Distinguished University Professor of Statistics at Bowling Green State University. His research interests include Bayesian modeling and applications of statistical thinking in sports. He has authored or coauthored several books including Ordinal Data Modeling, Bayesian Computation with R, and Workshop Statistics: Discovery with Data, A Bayesian Approach.
I like statistics and I like baseball and know something about both subjects but this book is a stretch for most people who are not really into statistics. The topics are interesting: does the best team really win, what is a streaky hitter, are there such things as clutch hitters, and which playeres are the most important for the team. I'm not sure I learned a lot except to understand about how baseball stasticians work on the subject. A lot of what you learn is that the random chance is that probably the best team won't win a world series. One strange chapter had to do with Sammy Sosa and his probability of hitting a home run and how many home runs he would hit in the future based on what he has done in the past.....oh oh - maybe the probability had to do with steroids. Interesting but not for everyone.
Not for the faint of heart, "Curve Ball..." looks at baseball from a probability-calculating standpoint. One of its best points is that what may be interpreted as an increase/decrease in skills may in fact be random fluctuation, a.k.a. "Noise". This could almost be a college textbook (and it certainly would have been a lot more interesting than some of the material I had to work with way back when).
Doesn't really add anything to the statistical body of knowledge about baseball. The only redeeming feature is a discussion of tabletop baseball games and their use of probability and relative realism.