I'm writing an application that will take in various "command" strings. I've been looking at the Scala combinator library to tokenize the commands. I find in a lot of cases I want to say: "These tokens are an orderless set, and so they can appear in any order, and some might not appear".
With my current knowledge of grammars I would have to define all combinations of sequences as such (pseudo grammar):
command = action~content
action = alphanum
content = (tokenA~tokenB~tokenC | tokenB~tokenC~tokenA | tokenC~tokenB~tokenA ....... )
So my question is, considering tokenA-C are unique, is there a shorter way to define a set of any order using a grammar?
There are ways around it. Take a look at the parser here, for example. It accepts 4 pre-defined numbers, which may appear in any other, but must appear once, and only once.
OTOH, you could write a combinator, if this pattern happens often:
def comb3[A](a: Parser[A], b: Parser[A], c: Parser[A]) =
a ~ b ~ c | a ~ c ~ b | b ~ a ~ c | b ~ c ~ a | c ~ a ~ b | c ~ b ~ a