So I was reading the "Scala with Cats" book, and there was this sentence which I'm going to quote down here:
Note that Scala’s Futures aren’t a great example of pure functional programming because they aren’t referentially transparent.
And also, an example is provided as follows:
val future1 = {
// Initialize Random with a fixed seed:
val r = new Random(0L)
// nextInt has the side-effect of moving to
// the next random number in the sequence:
val x = Future(r.nextInt)
for {
a <- x
b <- x
} yield (a, b)
}
val future2 = {
val r = new Random(0L)
for {
a <- Future(r.nextInt)
b <- Future(r.nextInt)
} yield (a, b)
}
val result1 = Await.result(future1, 1.second)
// result1: (Int, Int) = (-1155484576, -1155484576)
val result2 = Await.result(future2, 1.second)
// result2: (Int, Int) = (-1155484576, -723955400)
I mean, I think it's because of the fact that r.nextInt
is never referentially transparent, right? since identity(r.nextInt)
would never be equal to identity(r.nextInt)
, does this mean that identity
is not referentially transparent either? (or Identity monad, to have better comparisons with Future). If the expression being calculated is RT, then the Future
would also be RT:
def foo(): Int = 42
val x = Future(foo())
Await.result(x, ...) == Await.result(Future(foo()), ...) // true
So as far as I can reason about the example, almost every function and Monad type should be non-RT. Or is there something special about Future
? I also read this question and its answers, yet couldn't find what I was looking for.