Value
Value is the percentage you see beside every value bet in RebelBetting. This is the value (also called edge, ROI or yield) of this particular odds right now compared to the "true odds". Note that a value might decrease or increase closer to match start, as the bookmakers converge closer to the true probability. This is called the closing line.
Positive Expected Value

Positive Expected Value (+EV) is a fundamental concept that assesses the potential profitability of an investment opportunity.
This concept is crucial for bettors aiming to make informed decisions based on mathematical expectations. By understanding the expected value formula, you can evaluate bets effectively. For example, in a sports betting context, analyzing probabilities and potential outcomes helps bettors identify +EV opportunities in a sea of varying odds. By consistently seeking bets with positive expected values over the long run, you can strategically manage risk and maximize returns in real-life betting scenarios.
Negative Expected Value

Another crucial concept to grasp to stay profitable in sports betting is Negative Expected Value (-EV), representing scenarios where the long-run average value of an investment is less than the initial stake. Calculated using the expected value formula, it involves determining the weighted average of all possible outcomes.
Understanding this concept helps bettors avoid high-risk bets with unfavourable outcomes, as it represents a mathematically calculated likelihood of loss over the long run. Later on, we will dive deeper into how to calculate the expected value and explain this further.
Simulate your betting results
Discover how RebelBetting's Profit Results Tool helps you visualize your betting success with detailed graphs and data analysis. This is a betting simulator tool that will help you understand how you can gain long-term profit from value betting. Track variance, expected value (EV), and profits across different datasets to optimize your betting strategy. Try the results simulator tool yourself here.








