For all the progress made in F #, I'm still lost in the various syntaxes of the constructor and deconstructor.
I am running recursive modeling. One parameter is the stop condition function. I have various possible stopping conditions to choose from. I make them all have the same signature. Therefore, I decided that it would be nice to form in order to block these functions to a user type - so that you can send not only any function that matches the signature:
type StoppingCondition = | StoppingCondition of (ReturnType -> ReturnType -> int -> float -> bool)
I think I'm doing it right, from textbooks having a type name and an identical constructor name (confusing ...), for the only case, a discredited union. But now I canβt figure out how to apply this type to a real function:
let Condition1 lastRet nextRet i fl =
true
How do I make condition 1 of type StoppingCondition? I bet it's trivial. But I tried to put StoppingCondition as the first, second or last term after let, with and without pairs and colons. And all this is a mistake.
Thanks for the patience found here.
EDIT:
I will try to synthesize what I rely on four answers (from now on), all is well:
Trying to mimic this pattern:
s : string = "abc"
I tried to write:
type StoppingCondition = | StoppingCondition of (ReturnType -> ReturnType -> int -> float -> bool)
let condition1 lastRet nextRet i fl : StoppingCondition =
true
let condition1 : StoppingCondition lastRet nextRet i fl =
true
or other inserts : Stopping Condition(attempting a prefix in how the constructors go on this line).
Now I see that in order to get what I get, I have to do:
type StoppingCondition = | StoppingCondition of (ReturnType -> ReturnType -> int -> float -> bool)
let conditionFunc1 lastRet nextRet i fl =
true
let stoppingCondition1 = StoppingCondition conditionFunc1
let stoppingCondition2 = StoppingCondition <| (func lastRet nextRet i fl -> false)
, , - , . of string - " ". , union of string - . " ( ( )). , . DU - . , :
let x = stoppingCondition1 ret1 ret2 2 3.0
, . :
type StoppingAlias = ReturnType -> ReturnType -> int -> float -> bool
let stoppingCondition:StoppingAlias = fun prevRet nextRet i x -> true
let b = stoppingCondition ret1 ret2 10 1.0
, , , .
2:
. . . , :
(: https://fsharpforfunandprofit.com/posts/defining-functions/):
type Adder = decimal -> decimal -> decimal
let f1 : Adder = (fun x y -> x + y)
let f2 : decimal -> decimal -> decimal = fun x y -> x + y
:
let (f2 : Adder) x y = x + y
let (f3 x y) : (decimal -> decimal -> decimal) = x + y
let (f3 : (decimal -> decimal -> decimal)) x y = x + y
: F # ala Haskell?
( , , " " - , ).