Expectation or expected value in poker refers to the average expected amount you can lose or gain for any given poker action, whether it’s a hand or a bet. Generally speaking, positive expectation can be applied to other issues and subject not necessarily related to poker (e.g., a full career, an hourly rate, and so forth), such that they are all linked to the shared meaning of expected loss or gain for a given action too. Expectation in pkr poker games is mostly applicable with poker math, particularly in practical application. On that note, players should keep in mind that they all have the propensity to value games in terms of generalizations, oversimplifications, and sweeping ideas because our brains tend to look at the whole picture instead of details and trivialities.
Ergo, even though people skills remain your best bet to winning a given FullTilt wager, math skills and the use of positive expectations in poker games to your advantage are still quite crucial when it comes to playing high-stakes, professional-level poker. To illustrate, here’s an example. On one hand, whenever Texas Holdem players are dealt AA on the dealer butter, they have the tendency to possess certain general expectations with that hand. On the other hand, there are opportunities for you to make precise mathematical estimates on certain hands as well, such as the instances when you’re dealt AA on the button while playing twenty dollars/forty dollars and one of the players raises first to act while the rest folds to you and you have two tight players in the blinds behind you.
The Virtue of Positive Poker Expectations
Regardless of whether you acknowledge them or not, the mathematics behind your poker decisions will still remain, so you might as well make use of them whenever you can. More to the point, the correct choice is always substantiated by the best expected value, which is demonstrated by the following instance. Let’s imagine that you were able to acquire a huge pot from KK and A2 when the flop happens at 227 after you reraise two other players with seventy-two offsuit prior to the flop. This remains an incorrect course of action because it will produce a negative expectation or value. When playing poker, you should back your choices with positive poker expectations instead of negative ones. You should also keep in mind that expectation can be changed by how you play too, such that a negative value can be decreased to the point of becoming a positive one.
You don’t need to be aware in order to prove the existence of partypoker math in your actions, because they’ll be present regardless of your confirmation. Poker math is a convenient and ever-present variable that you can influence or even outright manipulate to your favor by basing your choices around them. To be true, making informed poker decisions is the very point of learning about positive expectations and poker math in the first place. Avoid falling into the gambler’s trap of making coincidentally correct decisions for all the wrong decisions; the true key to your poker success is picking the correct course of action intentionally and knowing what you’re doing.