I find it hard to believe that blackjack is as good a game as they say, even if it pays 3-2, double down after split and on any two cards, and a single-deck game. The fact that when the dealer busts after the player, the house still keeps your money makes me think the house advantage is huge. Much more than the 1% or less you always hear about when playing basic strategy. I never see anyone show the math for the player and house-bust scenario. I think we've been lied to all these years.
Who's lying to us?
The casinos aren't exactly advertising their advantage in the various bets of the different games and that includes blackjack. And they're certainly not portraying that the game is worse than what "the book" says.
Meanwhile, the mathematicians who've worked out the house edge for all the different rules, bets, and strategies aren't either. Why would they? Just to sell books? Maybe, but blackjack basic strategy was developed in the mid-1950s by four military engineers with time on their hands and zero ulterior motive; it was just a challenge for a handful of smart card players. Their calculations, done mostly by hand with a little help from primitive calculators, have proved to be remarkable accurate even when checked by modern supercomputers running billions of simulations.
Which is to say that the mathematics of blackjack have been known and consistent for nearly 70 years. And that means that the player loss when both the player and the dealer bust has been factored into the math, same as the house edge when the dealer stands on soft 17, the player can split after doubling down, if surrender is allowed, and how many decks are in play. It's also the same as why a 3-2 payout is better than 6-5 on naturals, you hit 16 against a dealer 10, always split 8s, and don't stand on ace-2 against a 3.
You're certainly welcome to believe what you want to believe. But when it comes to the mathematics of gambling, the numbers don't lie. Regarding your statement that you've "never seen anyone show the math" for these numbers, there are many such examples, but none better than The Theory of Blackjack by Peter Griffin, which provides a thorough analysis of the game and its many intricacies.
|
Kevin Lewis
Nov-21-2023
|
|
jstewa22
Nov-21-2023
|
|
Dave
Nov-21-2023
|
|
Kevin Rough
Nov-21-2023
|
|
Randall Ward
Nov-21-2023
|
|
Bob Nelson
Nov-21-2023
|
|
Bob Nelson
Nov-21-2023
|
|
Mark Smith
Nov-21-2023
|
|
jay
Nov-21-2023
|
|
jay
Nov-21-2023
|
|
jay
Nov-21-2023
|
|
jstewa22
Nov-21-2023
|
|
jay
Nov-21-2023
|
|
Stewart Ethier
Nov-21-2023
|
|
Bob Nelson
Nov-21-2023
|
|
Jeffrey Small
Nov-21-2023
|
|
Adumb
Nov-21-2023
|
|
Cyclone99
Nov-22-2023
|