Examples of the Kelly Criterion in Action in Sports Betting.

Examples of the Kelly Criterion in Action in Sports Betting
The Kelly Criterion is a popular betting strategy that can help sports bettors maximize their potential returns while minimizing their risk of ruin. By determining the optimal size of their bets based on their edge in a given wager, bettors can make more informed betting decisions and avoid overbetting or underbetting. In this article, we’ll provide real-life examples of how the Kelly Criterion has been used successfully in sports betting, with specific examples from different sports and leagues.

Betting on the NBA.

The National Basketball Association (NBA) is a popular league for sports bettors, and the Kelly Criterion can be an effective tool for managing bankroll and making informed betting decisions. For example, in the 2019-2020 season, the Milwaukee Bucks had an impressive record of 56 wins and 17 losses, with a winning percentage of 76.7%.

Suppose a bettor believes that the Bucks have a 70% chance of winning a particular game, and the sportsbook is offering odds of 1.5 (3/2) on the Bucks to win. Using the Kelly Criterion formula, the bettor would calculate the optimal bet size as follows:

f = (0.70 x 1.5 – 0.30) / 1.5
f = 0.30 or 30% of their bankroll

This means that the bettor should wager 30% of their bankroll on the Bucks to win. If the bet is successful, the bettor would win £45 for every £30 wagered.

Betting on Football.

Football is another popular sport for sports bettors, and the Kelly Criterion can be used effectively in this sport as well. For example, in the 2019-2020 English Premier League season, Liverpool had an impressive record of 32 wins, 3 draws, and only 3 losses, with a winning percentage of 84.2%.

Suppose a bettor believes that Liverpool has a 60% chance of winning a particular game, and the sportsbook is offering odds of 1.8 (4/5) on Liverpool to win. Using the Kelly Criterion formula, the bettor would calculate the optimal bet size as follows:

f = (0.60 x 1.8 – 0.40) / 1.8
f = 0.20 or 20% of their bankroll

This means that the bettor should wager 20% of their bankroll on Liverpool to win. If the bet is successful, the bettor would win £36 for every £20 wagered.

Read our detailed guide about how it can be applied to football betting to maximize returns while minimizing risk.

Betting on Tennis.

Tennis is a popular sport for sports bettors who are interested in individual matches rather than team sports. For example, in the 2021 Australian Open, Novak Djokovic was the favorite to win the men’s singles championship, with odds of 1.90 (9/10) at many sportsbooks.

Suppose a bettor believes that Djokovic has a 70% chance of winning a particular match, and the sportsbook is offering odds of 1.90 (9/10) on Djokovic to win. Using the Kelly Criterion formula, the bettor would calculate the optimal bet size as follows:

f = (0.70 x 1.90 – 0.30) / 1.90
f = 0.34or 34% of their bankroll

This means that the bettor should wager 34% of their bankroll on Djokovic to win. If the bet is successful, the bettor would win £36 for every £20 wagered.

Betting on Horse Racing.

Horse racing is a popular sport for sports bettors who are interested in the excitement and unpredictability of this unique and thrilling sport. For example, in the 2021 Kentucky Derby, Medina Spirit was the surprise winner, with odds of 12.00 (11/1) at many sportsbooks.

Suppose a bettor believes that Medina Spirit has a 10% chance of winning the Kentucky Derby, and the sportsbook is offering odds of 12.00 (11/1) on Medina Spirit to win. Using the Kelly Criterion formula, the bettor would calculate the optimal bet size as follows:

f = (0.10 x 12.00 – 0.90) / 12.00
f = 0.005 or 0.5% of their bankroll

This means that the bettor should wager 0.5% of their bankroll on Medina Spirit to win. If the bet is successful, the bettor would win £120 for every £10 wagered.

Conclusion.

These are just a few examples of how the Kelly Criterion can be used effectively in sports betting, with specific examples from different sports and leagues. By using the Kelly Criterion formula to determine the optimal size of their bets, sports bettors can maximize their potential returns while minimizing their risk of ruin.

Remember to calculate your edge, adjust your bet sizes based on your confidence in a given wager, and use the Kelly Criterion in conjunction with other betting strategies and best practices. With practice and experience, you can use the Kelly Criterion to become a more successful sports bettor and make more informed and rational betting decisions.

FAQ.

The Kelly Criterion is a popular betting strategy used by sports bettors to determine the optimal size of their bets based on their edge in a given wager. It helps bettors maximize their potential returns while minimizing their risk of ruin.

The Kelly Criterion uses a mathematical formula to calculate the optimal size of a bet based on the bettor’s perceived edge and the odds offered by the sportsbook. The formula is f = (bp – q) / b, where f is the optimal bet size as a percentage of the bettor’s bankroll, b is the decimal odds offered by the sportsbook, p is the bettor’s perceived probability of winning, and q is the probability of losing.

Some real-life examples of the Kelly Criterion in sports betting include betting on the NBA, football, tennis, and horse racing. In each example, the bettor uses the Kelly Criterion formula to determine the optimal bet size based on their perceived edge and the odds offered by the sportsbook.
Sports bettors should consider several factors when using the Kelly Criterion, including their perceived edge in a given wager, the odds offered by the sportsbook, and their confidence in the bet. It’s also important to use the Kelly Criterion in conjunction with other betting strategies and best practices.
No, the Kelly Criterion cannot guarantee success in sports betting. While it can help bettors make more informed and rational betting decisions, there is always a risk of losing money when betting on sports. It’s important to practice responsible gambling and to never bet more than you can afford to lose.