Probability - Domain of ExpectationExpectation and variance of $Y=max(X_1,ldots,X_n)$, where $X$ is uniformly distributed.Expectation Operator for autocorrelation functionExpected number of cards before 1st ace or 1st jack?Use of law of total expectation without checking integrabilityConditional expectation of an unbiased and sufficent statisticCard Expected Value with Option to Skip CardsWhat is the amount of draws necessary to see all red cards from a standard deck of 52 cards if you draw 5 cards from the deck?Conditional expectation of $mathbbE(X | X^2 + Y^2)$, with Poisson distributionHelp Solving this Probability Expectation ProblemProbability: Finding the expected time between events
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Probability - Domain of Expectation
Expectation and variance of $Y=max(X_1,ldots,X_n)$, where $X$ is uniformly distributed.Expectation Operator for autocorrelation functionExpected number of cards before 1st ace or 1st jack?Use of law of total expectation without checking integrabilityConditional expectation of an unbiased and sufficent statisticCard Expected Value with Option to Skip CardsWhat is the amount of draws necessary to see all red cards from a standard deck of 52 cards if you draw 5 cards from the deck?Conditional expectation of $mathbbE(X | X^2 + Y^2)$, with Poisson distributionHelp Solving this Probability Expectation ProblemProbability: Finding the expected time between events
$begingroup$
What is the domain of the expectation function for one deck (of 52 cards) with 10 independent variables for a blackjack game?
It's written in a paper that the domain of expectation of this problem is 33 million. But I just can't get why? Isn't the domain of expectation should equal to 52C10 which to 15.82 billion?
expected-value
asked Mar 28 at 20:46
TesaTesa
11
New contributor
Tesa is a new contributor to this site. Take care in asking for clarification, commenting, and answering.
Check out our Code of Conduct.
$endgroup$
add a comment |
$begingroup$
What is the domain of the expectation function for one deck (of 52 cards) with 10 independent variables for a blackjack game?
It's written in a paper that the domain of expectation of this problem is 33 million. But I just can't get why? Isn't the domain of expectation should equal to 52C10 which to 15.82 billion?
expected-value
asked Mar 28 at 20:46
TesaTesa
11
New contributor
Tesa is a new contributor to this site. Take care in asking for clarification, commenting, and answering.
Check out our Code of Conduct.
$endgroup$
$begingroup$
I think the point is that the suits are irrelevant, only the card values matter. But it would be better to know exactly what it said in the paper. Exactly what expectation value are they calculating?
$endgroup$
– Robert Israel
Mar 28 at 21:11
$begingroup$
"The domain of the expectation function for one deck had more than 33 million points in a space with 10 independent variables, corresponding to the 10 different card values in blackjack (for 8 decks it goes up to 6 x 10^15)" This is the exact sentence of the paper. I do think that only the card values matter, which means we have only 13 card values, but each value has 4 cards to be chosen. Then I'm stuck there
$endgroup$
– Tesa
Mar 29 at 8:43
add a comment |
$begingroup$
What is the domain of the expectation function for one deck (of 52 cards) with 10 independent variables for a blackjack game?
It's written in a paper that the domain of expectation of this problem is 33 million. But I just can't get why? Isn't the domain of expectation should equal to 52C10 which to 15.82 billion?
expected-value
asked Mar 28 at 20:46
TesaTesa
11
New contributor
Tesa is a new contributor to this site. Take care in asking for clarification, commenting, and answering.
Check out our Code of Conduct.
$endgroup$
What is the domain of the expectation function for one deck (of 52 cards) with 10 independent variables for a blackjack game?
It's written in a paper that the domain of expectation of this problem is 33 million. But I just can't get why? Isn't the domain of expectation should equal to 52C10 which to 15.82 billion?
expected-value
expected-value
asked Mar 28 at 20:46
TesaTesa
11
New contributor
Tesa is a new contributor to this site. Take care in asking for clarification, commenting, and answering.
Check out our Code of Conduct.
asked Mar 28 at 20:46
TesaTesa
11
New contributor
Tesa is a new contributor to this site. Take care in asking for clarification, commenting, and answering.
Check out our Code of Conduct.
asked Mar 28 at 20:46
TesaTesa
11
New contributor
Tesa is a new contributor to this site. Take care in asking for clarification, commenting, and answering.
Check out our Code of Conduct.
asked Mar 28 at 20:46
TesaTesa
11
asked Mar 28 at 20:46
TesaTesa
11
11
New contributor
Tesa is a new contributor to this site. Take care in asking for clarification, commenting, and answering.
Check out our Code of Conduct.
New contributor
Tesa is a new contributor to this site. Take care in asking for clarification, commenting, and answering.
Check out our Code of Conduct.
Tesa is a new contributor to this site. Take care in asking for clarification, commenting, and answering.
Check out our Code of Conduct.
$begingroup$
I think the point is that the suits are irrelevant, only the card values matter. But it would be better to know exactly what it said in the paper. Exactly what expectation value are they calculating?
$endgroup$
– Robert Israel
Mar 28 at 21:11
$begingroup$
"The domain of the expectation function for one deck had more than 33 million points in a space with 10 independent variables, corresponding to the 10 different card values in blackjack (for 8 decks it goes up to 6 x 10^15)" This is the exact sentence of the paper. I do think that only the card values matter, which means we have only 13 card values, but each value has 4 cards to be chosen. Then I'm stuck there
$endgroup$
– Tesa
Mar 29 at 8:43
add a comment |
$begingroup$
I think the point is that the suits are irrelevant, only the card values matter. But it would be better to know exactly what it said in the paper. Exactly what expectation value are they calculating?
$endgroup$
– Robert Israel
Mar 28 at 21:11
$begingroup$
"The domain of the expectation function for one deck had more than 33 million points in a space with 10 independent variables, corresponding to the 10 different card values in blackjack (for 8 decks it goes up to 6 x 10^15)" This is the exact sentence of the paper. I do think that only the card values matter, which means we have only 13 card values, but each value has 4 cards to be chosen. Then I'm stuck there
$endgroup$
– Tesa
Mar 29 at 8:43
$begingroup$
I think the point is that the suits are irrelevant, only the card values matter. But it would be better to know exactly what it said in the paper. Exactly what expectation value are they calculating?
$endgroup$
– Robert Israel
Mar 28 at 21:11
$begingroup$
I think the point is that the suits are irrelevant, only the card values matter. But it would be better to know exactly what it said in the paper. Exactly what expectation value are they calculating?
$endgroup$
– Robert Israel
Mar 28 at 21:11
$begingroup$
"The domain of the expectation function for one deck had more than 33 million points in a space with 10 independent variables, corresponding to the 10 different card values in blackjack (for 8 decks it goes up to 6 x 10^15)" This is the exact sentence of the paper. I do think that only the card values matter, which means we have only 13 card values, but each value has 4 cards to be chosen. Then I'm stuck there
$endgroup$
– Tesa
Mar 29 at 8:43
$begingroup$
"The domain of the expectation function for one deck had more than 33 million points in a space with 10 independent variables, corresponding to the 10 different card values in blackjack (for 8 decks it goes up to 6 x 10^15)" This is the exact sentence of the paper. I do think that only the card values matter, which means we have only 13 card values, but each value has 4 cards to be chosen. Then I'm stuck there
$endgroup$
– Tesa
Mar 29 at 8:43
add a comment |
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$begingroup$
I think the point is that the suits are irrelevant, only the card values matter. But it would be better to know exactly what it said in the paper. Exactly what expectation value are they calculating?
$endgroup$
– Robert Israel
Mar 28 at 21:11
$begingroup$
"The domain of the expectation function for one deck had more than 33 million points in a space with 10 independent variables, corresponding to the 10 different card values in blackjack (for 8 decks it goes up to 6 x 10^15)" This is the exact sentence of the paper. I do think that only the card values matter, which means we have only 13 card values, but each value has 4 cards to be chosen. Then I'm stuck there
$endgroup$
– Tesa
Mar 29 at 8:43