Edward O. Thorp
Edward O.
Thorp, an American mathematics professor, was the creator of the
card-counting technique in blackjack. His groundbreaking 1962 book, Beat
the Dealer, was the first to prove mathematically that card
counting could be successfully employed to beat the house in
blackjack.
The book also had the side effect of bringing blackjack to the
attention of the gambling public. Thousands of readers flocked to
the tables as blackjack, which had theretofore been considered a
side game, became one of the most popular games in the casinos.
The Academic Study of Blackjack
Edward O. Thorp was
born in 1933. He received a Master's degree in physics and a
doctorate in mathematics from UCLA, and went on to become a
mathematics professor at MIT, UCLA, NMSU, and UC Irvine.
While working at MIT, Thorp began exploring the possibility of
developing a mathematical model of the probabilities of winning at
blackjack. Thorp's ideas were based on one simple observation. In
other casino games, what happened in the past has no effect on what
will happen in the future: the last spin of the roulette wheel has
no effect on the next spin; the last roll of the craps dice has no
effect on the next roll. Hence, the odds remain the same throughout
the game. Blackjack, however is different. In blackjack, the events
of the past do affect the probabilities of the future. The reason is
that after each hand, the cards that were used are set aside and are
no longer available for the next hand. Therefore, the probabilities
to be applied to the next hand are not based on a complete 52-card
deck, but only on the reservoir of cards that remain to be dealt.
Although the basic premise is simple, drawing practical applications
from it was anything but. Thorp taught himself Fortran and, using an
IBM mainframe computer, spent many hours developing his blackjack
system. The system that evolved was based on counting the cards that
had already been dealt, analyzing the dealer's up card and the
player's own cards, and making fast and accurate mental calculations
of the odds before deciding whether to stand, hit, double down, or
split. The goal is not to win every hand, but to bet more when the
odds are in your favor and to bet less when the odds are in the
dealer's favor, and thus to come out ahead in the long run.
Blackjack in Real Casinos
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Professor Thorp
decided to subject his academic theories of blackjack to
practical real-world testing in the casinos of Las Vegas. With
an associate-possibly a mobster-providing $10,000 in venture
capital, and Thorp providing the brainpower, he won $11,000
($70,000 in today's dollars) over the course of a single
weekend. He could have won even more, but casino security took
umbrage at his winning ways and expelled him from the various
casinos. In any event, the experiment was a smashing success.
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Thorp published his ideas, which he called the Ten-Count System, in
his book Beat the Dealer in 1962. The book sold over
700,000 copies and made the New York Times bestseller list. The
problem with the Ten-Count System, however, was that although it was
mathematically accurate, it was difficult to learn and difficult to
apply in real-life casino situations, and therefore impractical for
most blackjack players. This defect was rectified in the second
edition of Beat the Dealer, published in 1966, in which Thorp, with
the assistance of Julian Braun, presented a more practical version
of the Ten-Count System as well as Braun's own High-Low System.
Success on Wall Street
From the Las Vegas
blackjack tables, Thorp moved on the world's greatest casino: Wall
Street. Using his expertise in probabilities and statistics, Thorp
was able to discover and exploit a number of pricing anomalies in
the securities market. With co-author J. Regan, he published
Beat the Market in 1967. He created a hedge fund called
Princeton/Newport Partners, and is now president of Edward O. Thorp
& Associates. As with his blackjack system, his stock-market system
has been a resounding success: as of May 1998, Thorp reported that
his personal investments had yielded an annualized 20 percent rate
of return averaged over 28.5 years.