I'd like to build a poker hand-range parser, whereby I can provide a string such as the following (assume a standard 52-card deck, ranks 2-A, s = suited, o = offsuit):
"22+,A2s+,AKo-ATo,7d6d"
The parser should be able to produce the following combinations:
6 combinations for each of 22, 33, 44, 55, 66, 77, 88, 99, TT, JJ, KK, QQ, AA
4 combinations for each of A2s, A3s, A4s, A5s, A6s, A7s, A8s, A9s, ATs, AJs, AQs, AKs
12 combinations for each of ATo, AJo, AQo, AKo
1 combination of 7(diamonds)6(diamonds)
I think I know parts of the grammar, but not all of it:
NM+ --> NM, N[M+1], ... ,N[N-1]
NN+ --> NN, [N+1][N+1], ... ,TT where T is the top rank of the dec开发者_运维百科k (e.g. Ace)
NP - NM --> NM, N[M+1], ... ,NP
MM - NN --> NN, [N+1][N+1], ..., MM
I don't know the expression for the grammar for dealing with suitedness.
I'm a programming newbie, so forgive this basic question: is this a grammar induction problem or a parsing problem?
Thanks,
Mike
Well you should probably look at EBNF to show your grammar in a widely accepted manner.
I think it would look something like this:
S = Combination { ',' Combination } .
Combination = Hand ['+' | '-' Hand] .
Hand = Card Card ["s" | "o"] .
Card = rank [ color ] .
Where {} means 0 or more occurences, [] means 0 or 1 occurence and | means either whats left of | or whats right of |.
So basically what this comes down to is a start symbol (S) that says that the parser has to handle from 1 to any number of combinations that are all separated by a ",".
These combinations consist of a description of a card and then either a "+", a "-" and another card description or nothing.
A card description consists of rank and optionally a color (spades, hearts, etc.). The fact that rank and color aren't capitalized shows that they can't be further divided into subparts (making them a terminal class).
My example doesn't provide the offsuite/suite possibility and that is mainly because in you're examples one time the o/s comes at the very end "AK-ATo" and one time in the middle "A2s+".
Are these examples your own creation or are they given to you from an external source (read: you can't change them)?
If you can change them I would strongly recommend placing those at one specified position of a combination (for example at the end) to make creating the grammar and ultimately the parsing a lot easier.
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