Published: April 01, 2011
A winning season: MIT Sloan Professor Dimitris Bertsimas uses quantitative analytics to predict the Red Sox will win 101 games this season to the Yankees' 93
CAMBRIDGE, Mass. - (BUSINESS WIRE) - After a protracted winter, Boston's baseball fans eagerly await Opening
Day at Fenway Park: the crack of the bat, the perfume of linseed oil
wafting from the gloves, and the perfect pattern of freshly
mown grass in the outfield. Dimitris Bertsimas, a professor of
operations research at MIT Sloan School of Management, gives fans
another reason to cheer: using quantitative models based on player
analytics, he predicts the Red Sox will win 101 games this season,
compared with the rival New York Yankees, who he predicts will win only
93 games.
"I am a big believer that quantitative analytics can have a major impact
on businesses, including sports teams," says Bertsimas, who is also
co-director of MIT's Operations Research Center. "We calibrated data
based on last year's statistics as well as this year's spring training
to determine that this year, the Red Sox will win 101 games - which is a
rarity in baseball, and makes for a very winning season. In Las Vegas,
the odds are for the Sox to win 95 games so we have a pretty good
benchmark."
In a new paper* and case study, Bertsimas and Operations Research Center
doctoral student, Allison O'Hair, developed a series of three analytic
models to determine the outcome of a team's 162 game season. The models
take in a variety of statistics from the number of runs a given team
scores, to a particular player's on-base and slugging percentage, to
defensive figures such as runs allowed.
"A player is a vector of numbers and from that, we can make accurate
predictions of how many runs they will score and translate those to
overall team statistics," says Bertsimas, who teaches a course at Sloan
about how companies from Google to Goldman Sachs to Federal Express use
analytics to boost their bottom line. "It's human intuition that tells
us which factors to look at to make these predictions, and how much to
weigh them, but after that, we let the data speak for itself."
Bertsimas retroactively ran numbers to forecast last year's regular
season wins for the Red Sox after spring training in 2010. Bearing in
mind that there are some players that rarely play during the games, he
only took the top 15 hitters in terms of at-bats and the top 10 pitchers
in terms of innings pitched from spring training, which is a reasonable
guess as to which players would be used the most during the regular
season. Instead of using the statistics from spring training, he used
their statistics from the 2009 regular season. According to his models,
the Red Sox should have been expected to win 90 games; in fact, the Red
Sox won 89 games.
Bertsimas based some elements of his models on the book Moneyball:
The Art of Winning an Unfair Game, which is the story of how Billy
Beane, general manager of the Oakland A's, used quantitative methods to
create a winning team. His models also draw on the work of Bill James,
who is credited with popularizing the use of analytics in baseball.
"Now, every major league baseball team has a statistics group and about
three-quarters of the teams are believed to incorporate quantitative
methods into their decisions," says Bertsimas. "In 2002, John Henry, an
extremely successful futures trader who believes in the use of analytics
in baseball, bought the Red Sox. It's no accident that after this change
in leadership the Red Sox won the World Series in 2004 and 2007, after
an 86-year dry spell."
While his models accurately predict which teams will make the playoffs,
they fall short of predicting which teams will prevail in the
post-season. The problem is sample size. Over the 162 regular season
games, luck evens out and skill is more important, but in a series of
five or seven games, luck is a much larger factor, according to
Bertsimas.
"In a five game series, the worst team in baseball will still beat the
best team in baseball 15 per cent of the time," he says. "Analytical
principles are very useful for getting a team to the playoffs, but they
are much less helpful once the playoffs start because the level of
randomness is much higher. Any general manager worth his salt sees his
job as getting the team to the playoffs, but once they get that far,
luck plays a much larger role."
* The Analytics Edge in Baseball; Sloan School and Operations
Research Center, Massachusetts Institute of Technology; Dimitris
Bertsimas and Allison O'Hair

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