Advanced Functional Prog.
back - up - cont
Parsing expressions
The code can be improved again with recursion:
EXP = NUM ('+' EXP | epsilon)
let rec exp =
num' && fun n1 ->
((sym '+') && fun _ ->
exp && fun n2 ->
ret (n1+n2))
|| (ret n1);;
exp "12+34+56";;
13 - 18
advanced functional programming programmation fonctionnelle avancée dr mulhouse ensisa france thiry laurent uha fun fsharp
advanced functional programming programmation fonctionnelle avancée dr mulhouse ensisa france thiry laurent uha fun fsharp
advanced functional programming programmation fonctionnelle avancée dr mulhouse ensisa france thiry laurent uha fun fsharp
advanced functional programming programmation fonctionnelle avancée dr mulhouse ensisa france thiry laurent uha fun fsharp
advanced functional programming programmation fonctionnelle avancée dr mulhouse ensisa france thiry laurent uha fun fsharp
advanced functional programming programmation fonctionnelle avancée dr mulhouse ensisa france thiry laurent uha fun fsharp
advanced functional programming programmation fonctionnelle avancée dr mulhouse ensisa france thiry laurent uha fun fsharp
advanced functional programming programmation fonctionnelle avancée dr mulhouse ensisa france thiry laurent uha fun fsharp
advanced functional programming programmation fonctionnelle avancée dr mulhouse ensisa france thiry laurent uha fun fsharp
advanced functional programming programmation fonctionnelle avancée dr mulhouse ensisa france thiry laurent uha fun fsharp
advanced functional programming programmation fonctionnelle avancée dr mulhouse ensisa france thiry laurent uha fun fsharp