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d-us-vb | 1 month ago
You obviously can't treat an impure function as an array and no one would ever claim that. The blog itself isn't claiming that either given that the author is commenting on a nugget from Haskell documentation, and the author is explaining design choices in his own pure functional language.
Your three points only make sense if you're definition of "function" allows side effects. If we're talking about pure functions, then due to referential transparency, arrays are in fact equivalent to functions from contiguous subsets of the integers to another type, as the Haskell documentation indicates.
CyberDildonics|1 month ago
No I'm not, this applies to both in different ways.
If we're talking about pure functions, then due to referential transparency, arrays are in fact equivalent to functions
Never ever. You're talking about a function that generates data from an index, which is trivial to make. Just because it is possible to disguise it as an array in haskell, C++ or anything else doesn't mean it is a good idea. An array will have vastly different properties fundamentally and can be examined at any time because the data already exists.
Confusing the two is again conflating two things for no reason. Making a function that takes an index and returns something is a trivial interface, there is no value in trying to mix up the two.
Evidence of this can be found in the fact that you haven't tried to explain why this is a good idea, only that it works under haskell's semantics. Being clever with semantics is always possible, that doesn't mean conflating two things and hiding how things actually work is a good idea.
d-us-vb|1 month ago
The good idea surrounding this isn't about treating functions as data, but maintaining the purity of the type system allowing the implications of the type system to run their course. You seem to be a very pragmatic programmer and so the way Haskell builds up its own universe in terms of its own type system and Hask (the pseudo-category of Haskell objects) probably seems pointless to you. I can't say for certain, though.
I completely reject most of your claims because they appear to be incoherent within the framework of type theory and functional programming. It looks like you're using reasoning that applies only to procedural programming to attempt to prove why an idea in functional programming is bad.