Our mission at Optimal Bets is to increase the expected value for bettors.
Most bettors fundamentally misunderstand "expected value."
EV, short for expected value, is the most vital mathematical concept in sports betting. Understanding it will 100% make you a better bettor.
To illustrate EV using a flip of a coin, consider a situation where you flip a coin and win $100 if it comes up heads and lose $100 if it comes up tails. Since the probability of flipping heads and tails is equal to 50%, the expected value of the flip is:
Expected value = 0.5 * $100 + 0.5 * -$100
Expected value = $50 + (-$50)
Expected value = $0
This means that, on average, you can expect to neither gain nor lose money from this coin flip.
Let's say the odds for both heads and tails are now set to -110, and you decide to bet $110 on heads. If heads comes up, you win $100, and if tails comes up, you lose $110. The expected value for that bet would be:
Expected value = 0.5 * $100 + 0.5 * -$110
Expected value = $50 + (-$55)
Expected value = -$5
This means that, on average, you can expect to lose $5 for every bet you make.
There is a significant difference in calculating EV for a coin flip versus a sports bet.
With a coin flip, your expected win percentage (aka probability) for both heads and tails is known. It is 50%.
With a sports bet, your expected win percentage (aka probability) is unknown.
Before a sporting event starts, there is no way to know with 100% certainty what the exact win percentage of all possible outcomes is.
The best we can do is create models to guess the win percentages. And the better our models calculate the expected win percentages, the more profitable our bets will be.
There is a misconception in the sports betting community that "EV" betting is simply comparing lines/odds against the lines/odds at Pinnacle because they are widely known as the sharpest book. However, this is just one example of a model.
Optimal Bets leverages many different models to calculate win percentage and EV.
We created a proprietary model to approximate the win percentage for given player props. We'll save an in-depth dive into the model for another time, but here is how it's displayed in-app.
This player prop is O/U 31.5 points for Giannis.
FanDuel is offering the best Over line at -115.
DraftKings is offering the best Under line at +100.
The value in blue is a projection from Rotowire (in this case) that Giannis will score 27.1 points.
The values to the right in red and green are the model's calculated expected win percentage. It expects the over to hit 43.5% of the time and the under to hit 56.5% of the time. They are rounded to 44% and 56% in the display.
That value to the right is tappable. You can rotate through Win %, EV, and Bet Units by tapping them.
The under has an EV of +13%.
Expected value = 0.565 * $100 + 0.435 * -$100
Expected value = $56.5 + (-$43.5)
Expected value = +$13
An expected value of +13% is strong. In our app, we color code good as green, bad as red, and neutral as gray.
If you haven't already, you can download Optimal Bets here:
Optimal Bets: Sports Betting
Optimal Bets uses proprietary algorithms to calculate the expected value for Player Props, O/Us, Spreads, and Moneylines. EV, short for expected value, is the most vital mathematical concept in sports betting. When we say that something is +EV it means the bet is expected to be profitable in the lo…
Again, our mission at Optimal Bets is to increase the expected value for bettors. We do not "give picks"; rather, we provide our users with the tools and knowledge they need to make informed, profitable decisions.
Reach out to firstname.lastname@example.org with questions about the app. Best of luck with your bets!