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Caribbean Stud Poker Strategy
As a general rule player should raise on any pair or better, fold on
anything less than ace/king, and should sometimes raise and sometimes
fold on ace/king. To play Caribbean stud perfectly would involve memorizing
the charts on when exactly to raise on ace/king. Of course nobody is
going to do that so a more simplified strategy is clearly called for.
By studying the appendix you will notice certain patterns of when the
odds favor raising and when they don't. These patterns have been summarized
in the following suggested rules of thumb on when to raise on ace/king:
- Raise if the dealer's card is a 2 through queen and matches one
of yours.
- Raise if the dealer's card is an ace or king and you have a queen
or jack in your hand.
- Raise if the dealer's rank does not match any of yours and you have
a queen in your hand and the dealer's card is less than your fourth
highest card.
The following table illustrates various other strategies and their
total loss based on all possible 19,933,230,517,200 combinations of
hands, the house edge, and the "element of risk". The "matching
rank" strategy calls for raising on any pair or better and on ace/king
when one of the player's cards matches the rank of the dealer's up card
(which lowers the odds of the dealer forming a pair).
|
Strategy Statistics in Caribbean Stud Poker
|
|
Strategy |
Total loss |
House edge |
Element of risk |
| Perfect strategy |
1,041,372,912,372 |
5.224% |
2.555% |
| Three rules of thumb (above) |
1,041,417,758,724 |
5.225% |
2.554% |
| Raise on ace/king/jack/8/3 or better |
1,059,715,400,580 |
5.316% |
2.596% |
| Matching rank |
1,063,176,931,284 |
5.334% |
2.616% |
| Raise on any pair or better |
1,090,272,101,460 |
5.470% |
2.738% |
| Raise on any ace/king or better |
1,132,600,203,540 |
5.682% |
2.672% |
| Playing blind (raise on everything) |
3,310,360,338,060 |
16.607% |
5.536% |
House Edge, Element of Risk
Any respectable book will tell you that the house edge in Caribbean
stud poker is about 5.2%. This is true but I have always felt it unfairly
makes the game look like a bad bet. The reason is in how the house edge
is defined, the ratio of average money lost to the original bet. In
Caribbean stud the player will roughly wager just as much in raises
as in antes, and this additional money bet is not considered in the
house edge statistic.
For purposes of comparison to other games I think it is better to consider
the ratio of money lost to total money wagered, which I refer to as
the "element of risk." The element of risk using perfect strategy
is 2.555%, which makes is look more competitive compared to other games,
although still not one of the best. It is interesting to note that the
element of risk for my three rules of thumb is better than for perfect
strategy! That is because raising on slightly sub optimal plays is actually
a better bet than the game as a whole and brings down the average expected
loss.
Credit should be given to Stanley Ko, Professor John M. Gwynn Jr, and
the late Peter Griffin for being the first to do a thorough study of
Caribbean stud poker. Due largely on the complexities of when to raise
on ace/king this is one of the most complicated casino games to analyze.
Thanks to their analysis, which they kindly shared with me, I had something
to check my work against.
Statistics
The following tables shows the various possible outcomes in caribbean
stud poker, their net return per initial bet, their probability, and
their total return (product of probability and net return).
| Statistics for Caribbean Stud
Poker |
| Event/winning hand |
Pays |
Number |
Total return |
Probability |
Average return |
| Ace/king |
3 |
18,505,682,208 |
55,517,046,624 |
0.00092838 |
0.00278515 |
| Pair |
3 |
2,324,742,321,600 |
6,974,226,964,800 |
0.11662647 |
0.34987941 |
| Two pair |
5 |
488,012,139,360 |
2,440,060,696,800 |
0.02448234 |
0.12241170 |
| Three of a kind |
7 |
234,242,908,320 |
1,639,700,358,240 |
0.01175138 |
0.08225964 |
| Straight |
9 |
43,805,516,100 |
394,249,644,900 |
0.00219761 |
0.01977851 |
| Flush |
11 |
21,856,990,280 |
240,426,893,080 |
0.00109651 |
0.01206161 |
| Full house |
15 |
16,624,475,280 |
249,367,129,200 |
0.00083401 |
0.01251012 |
| Four of a kind |
41 |
2,832,435,800 |
116,129,867,800 |
0.0001421 |
0.00582594 |
| Straight flush |
101 |
156,929,720 |
15,849,901,720 |
0.00000787 |
0.00079515 |
| Royal flush |
201 |
16,759,740 |
3,368,707,740 |
0.00000084 |
0.00016900 |
| Ante only |
1 |
4,532,514,033,720 |
4,532,514,033,720 |
0.22738482 |
0.22738482 |
| Push |
0 |
321,623,100 |
0 |
0.00001614 |
0 |
| Fold |
-1 |
9,523,005,974,460 |
-9,523,005,974,460 |
0.47774524 |
-0.47774524 |
| Dealer wins |
-3 |
2,726,592,727,512 |
-8,179,778,182,536 |
0.13678629 |
-0.41035888 |
| Total |
|
19,933,230,517,200 |
-1,041,372,912,372 |
1 |
-0.05224306 |
|