What
this post was submitted on 01 Nov 2023
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It's making fun of dynamic languages because rather than letting the compiler prove theorems about statically typed code, they... don't.
Dynamic languages were invented by runtime error companies to sell more runtime errors.
Turns out getting working code is a lot cheaper and more useful than formally proven code.
And a lot more bug prone. I'm just explaining the OP because people didn't get it. I'm not saying dynamic languages are bad. I'm saying they have different trade-offs.
The problem with formal proofs for code is that it assumes the spec/requirements are complete and bug-free.
I find most bugs come from missed or misinterpreted requirements.
I have a feeling you are misunderstanding what is meant by "theorems for free" here. For example, one theorem that is proven by all safe Rust programs is that they don't have data races. That should always be a requirement for functional software. This is a more pragmatic type of automatic theorem proving that doesn't require a direct proof from the code author. The compiler does the proof for you. Otherwise the theorem would not be "free" as stated in OP.
And maintainable code is even cheaper and more useful than that in the long run.
Ah, the long run. I keep trying to explain this concept to management, but without success.
Cheaper? Yes, I guess so, depending on how you measure cost. More useful? Absolutely disagree.
Industry will pick functionality over verification every time.
Industry will leak PII without consequence every week.
Industry will choose not to verify that your function does not produce NullPointerException wasting hours of the client's work, because in order to do that they would have to have actual requirements for software developers, and in order to do that they would have to 1 - have the managers be actually technically literate, and 2 - pay the developers properly That's it. That's the theorems. The "formal verification" we're talking about here are those of the likes of "this value is a damn integer", or as you could interpret it "your code is not stupidly broken".
To be clear, I'm not writing this big comment for you, I know you're trolling or whatever you're into, I'm writing this to inform other readers. ✌🏻
Yes, that's why we use typing, to get better working code more easily. That's why I use type annotation and enforced checkers in Python. It makes it so much easier and quicker to create good systems of any significance.
I may just be an old country ~~lawyer~~ PHP developer... but don't most dynamic languages also support static type checking and general analysis at this point?
Yes but no. Modern PHP lets you put types in function signatures and it will then attempt to convert your inputs to those types at runtime.
JS/TS and Python don't do this. They have optional type annotations that's treated as syntactic sugar. You can use static checkers against this but if you get an error like "expected string got int" you can still run the code. It won't behave any differently because you have annotations.
Yes if you use type annotations. Languages like Python and Typescript end up resorting to "Any" types a lot of the time, which breaks any kind of theorem proving you might have otherwise benefited from.
I know Java developers that are addicted to Object. Hit them over the head with an ensmarttening stick and reject their PRs.
Java developers aren't allowed to not know better by this point. If they think skipping types is somehow ideologically purer, keep hitting with that stick until you hit deckplate.
What
Though even statically-typed languages can need to check types sometimes; parsing runtime data for instance. I can see how you'd do that with pure statics, but it'd just be shifting the work (e.g. if token == QUOTE: proc.call(read_str(bytes, len))). It'd be cool to see a counter example that isn't unreadable gibberish, however.
I need an explainer on this one
if (theorems_for(free))
make_instance_of(x, String)
What
Magnets.
It's a miracle!
How do they work?
This is referencing Philip Wadler's 1989 paper "Theorems for Free", which is fairly well known in the Haskell community: https://home.ttic.edu/~dreyer/course/papers/wadler.pdf
That looks like something I've seen somewhere and didn't understand.
🎵 Millions of theorems,
Theorems for free.
Millions of theorems,
Theorems for me, look out! 🎵
Okay, but what's a theoren?
It may or may not be a string.
This is referencing Philip Wadler's 1989 paper "Theorems for Free", which is fairly well known in the Haskell community: https://home.ttic.edu/~dreyer/course/papers/wadler.pdf
Op here back from the dead. This is in fact not a stab at dynamically typed languages, or at least not only: statically typed languages such as Java also support this kind of construct. In fact, one could develop a technically type safe programming language where an instanceof construct has sound semantics.
What instanceof breaks is something called polymorphic parametricity, i.e. the fact that generic functions don't know anything specific about the types they are generic over. This is the fundamental condition for what in the community is dubbed "theorems for free", that is, naturality of generic functions between generic types.