Reputation: 5768
Assume the following data-structure.
sealed abstract class Formula {...}
//... some other case classes
sealed abstract class BinaryConnective(f0: Formula, f1: Formula) extends Formula {
def getf0 = f0
def getf1 = f1
}
object BinaryConnective {
def unapply(bc : BinaryConnective) = Some((bc.getf0, bc.getf1))
}
final case class Conjunction(f0: Formula, f1: Formula) extends BinaryConnective(f0,f1)
final case class Disjunction(f0: Formula, f1: Formula) extends BinaryConnective(f0,f1)
final case class Implication(f0: Formula, f1: Formula) extends BinaryConnective(f0,f1)
final case class Equivalence(f0: Formula, f1: Formula) extends BinaryConnective(f0,f1)
I now wrote a function that has a lot of pattern-matching:
The return-type of getCondition
is Formula => Option[HashMap[Variable, Formula]]
formula match {
//.. irrelevant cases not shown
case Conjunction(f0, f1) => (g : Formula) => {
g match {
case conj @ Conjunction(g0, g1) => {
getCondition(f0)(conj.f0) match {
case Some(map0) => {
getCondition(f1)(conj.f1) match {
case Some(map1) if map0.forall{case (key, value) => map1.get(key).map(_ == value).getOrElse(true)} => {
Some(map0 ++ map1)
}
case _ => None
}
}
case None => None
}
}
case _ => None
}
}
}
Now to my question.
1) Is there a nicer way to express this code? A lot of matches going on.
Edit 1: I could not think of a nice-looking way to use things like map
, filter
etc.., but it seems very compact with for-comprehensions. I've also noticed that conj @
was not necessary at all, which also made it a little simpler.
case Conjunction(f0, f1) => (g: Formula) => g match {
case Conjunction(g0, g1) => for {
map0 <- getCondition(f0)(g0)
map1 <- getCondition(f1)(g1)
if map0.forall {case (key, value) => map1.get(key).map(_ == value).getOrElse(true)}
} yield map0 ++ map1
case _ => None
}
2) This is the match for Conjunction
. I would have to repeat it for Disjunction
, Implication
and Equivalence
. g
has to be of the same class as formula
. The only thing that would change is case conj @ Conjunction(g0, g1)
. I would have to adjust it to case disj @ Disjunction(g0, g1)
if formula
is a Disjunction etc...
Is there a way to do it combined for all cases?
Upvotes: 0
Views: 80
Reputation: 7466
Option
should provide a lot of useful functions to simplify your code.
For example, when you write something like:
o match {
case Some(e) => Some(transform(e))
case _ => None
}
You could just call map
: o.map(transform)
I also invite you to look at the filter
function for the cases including a condition.
EDIT: great suggestion by @om-nom-nom: For comprehensions can also be used (they actually are sugar relying on map
, flatMap
, filter
, etc):
for{
e <- o
} yield transform(e)
Upvotes: 2