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Comment by GlennS | Hacker News Reader

People who like static typing seem to really like static typing.

I'm honestly not convinced it helps that much. And it seems to cost a lot to me.

I like database and API schemas though. And I like clojure.spec and function preconditions a lot.

I don’t get the cost claims. The time it takes to note which type I intend something to be is mostly either so low that I recover it via improved hints and such very quickly, or larger but only because I’m documenting something complex enough that I should have documented it anyway, whether or not I was using static types, because it’ll be hell for other people or future-me to figure out otherwise. It seems like a large time savings to me—throw in faster and more confident refactoring and stuff like that, and it’s not even close.

I just don’t get how people are working that it represents a time cost rather than a large time savings. I don’t mean that as a dig, I just mean I genuinely don’t know what that must look like. And I’ve written a lot more code in dynamic languages, and got my start there, so it’s not like I “grew up” writing Java or something like that.

I would like to be able to explain the cost part better. It may just be personal bias of course.

1. There's no guarantee the correct theoretical model of your program fits the type system of your programming language.

2. Sometimes there are multiple correct models for different purposes in the same program, similar to how sometimes you need multiple views onto the same database tables.

3. Sometimes you just need the ability to bodge things.

> 2. Sometimes there are multiple correct models for different purposes in the same program, similar to how sometimes you need multiple views onto the same database tables.

Just wanted to point out that even though you can have multiple views or your database tables, they all still adhere to the same type system.

I guess it's a problem that can be overcome with type inference then? (I don't have to declare types on queries, updates, or views, just on the base tables.)

I think the general feeling is that there are some code patterns that are safe and easy to do with dynamic typing, but impossible with simple type systems or more complex with more advanced type system.

An example would be Common Lisp's `map` function [0] (it takes a number of sequences and a function that has as many parameters as there are sequences). It would be hard to come up with a type for this in Java, and it would be a pretty complicated type in Haskell.

Another example of many people's experience with static typing is the Go style of language, where you can't write any code that works for both a list of strings and a list of numbers. This is no longer common, but it used to be very common ~10-15 years ago and many may have not looked back.

[0] http://www.lispworks.com/documentation/HyperSpec/Body/f_map....

As an example of this, I've been working through Crafting Interpreters off and on. Chapter 5 consists mostly of discussion of the visitor pattern (is this the same thing as double dispatch?). The author notices that the amount of code that must be written to implement the design is so large that it's best to write a program to generate all of that code. I followed along as best I could, and at the end I wrote the equivalent code in my preferred language, which I've included in this comment:

  self[expr.type](self, expr)

In my opinion, with few exceptions, the kind of programs advocates of dynamic typing want to write that static typing would have trouble dealing with, are artificial and not the common case. (Not "map" though, I need to review that case, but "map" is definitely a common and useful function!)

> Another example of many people's experience with static typing is the Go style of language

Remember that a lot of backlash against Go's type system comes from static typing advocates used to more expressive static type systems :) It'd be a shame if, after all we complained about Go's limitations, newcomers held Go as an example of why static typing is a roadblock...

> In my opinion, with few exceptions, the kind of programs advocates of dynamic typing want to write that static typing would have trouble dealing with, are artificial and not the common case. (Not "map" though, I need to review that case, but "map" is definitely a common and useful function!)

I mostly agree, don't get me wrong. And it's important to note that Common Lisp's `map` functions do more than what people traditionally associate with `map` - they basically do `map(foo, zip(zip(list1, list2), list3)...)`.

Still, this is a pretty useful property, and it is very natural and safe to use or implement, while being impossible to give a type to in most languages.

C++ can do it with the template system, as can Rust with macros (so, using dynamic typing at compile time).

Haskell can make it look pretty decent (if you can stand operator soup) by relying on auto-currying and inline operators and a few helper functions. I would also note that the Haskell creators also though that this functionality is useful, so they implemented some of the required boilerplate in the standard lib already.

In most languages, you can implement it with lambdas and zips (or reflection, of course).

So I think that this is a nice example of a function that is not invented out of thin air, is useful, is perfectly safe and static in principle, but nevertheless is impossible to write "directly" in most statically typed languages.

Just to show the full comparison, here is how using this would look in CL, Haskell and C#:

    CL 
        (map 'list #'max3 '(1 3 5) '(-1 4 0) '(6 1 8)) 
    Haskell
        max3 <$> ZipList [1 3 5] <*> ZipList [-1,4,0] <*> ZipList [6,1,8]
        OR
        (<*>) ((<*>) ((<$>) max3 (ZipList [1,2])) (ZipList [-1,4])) (ZipList [3,1])
    C#
        new int[]{1,3,5}.Zip<int,int,Func<int,int>>(new int[]{-1,4,0}, (a,b) => (c) => max3(a, b, c)).Zip(new int[]{6, 1, 8}, (foo,c) => foo(c))

Note only the CL version, out of all these languages, can work for a function known at runtime instead of compile-time. None of the static type systems in common use can specify the type of this function, as they can't abstract over function arity.

Here's a paper showing how this was handled in Typed Scheme: https://www2.ccs.neu.edu/racket/pubs/esop09-sthf.pdf

Haskell's not too bad once you understand ZipList

http://learnyouahaskell.com/functors-applicative-functors-an...

    max <$> ZipList [1,2,3,4,5,3] <*> ZipList [5,3,1,2]  
    > [5,3,3,4]

Yeah it's not at all complicated in Haskell. I'm not sure what GP is talking about.

I replied to the parent as well, but not only is the solution the parent showed significantly more complex than the CL version, I'm not even sure it actually does what I asked.

More explicitly, the expression there seems to rely on knowing the arity of the function and the number of lists at compile time. Basically, I was asking for a function cl_map such that:

    cl_map foo [xs:[ys:[zs:...]]] = foo <$> xs <*> ys <*> zs <*> ...

Edit: found a paper explaining that this is not possible in Haskell, and showing how the problem is solved in Typed Scheme: https://www2.ccs.neu.edu/racket/pubs/esop09-sthf.pdf

Sure it's possible in Haskell. I'm not sure where in that paper you got the impression it isn't. Of course one can't define variadic functions in Haskell, but that's a more fundamental difference from Clojure, not a "code pattern that [is] safe and easy to do with dynamic typing, but impossible with simple type systems or more complex with more advanced type system."

    > traverse_ print (sequenceA [ZipList [1,2], ZipList [3,4]])
    [1,3]
    [2,4]

As far as I can tell, your example calls a unary function on each element of a list of lists. It's solving the variadic part of map, but not the part where I can call an N-ary function with each element of N lists.

Basically, instead of your example I would like to do something like this:

    > cl_map (+) [ZipList [1,2,3], ZipList [4,5,6]]
    [5,7,9]

    > cl_map (+ 3) [ZipList [1,2,3]]
    [4,5,6]

    > cl_map max3 [ZipList [1,2], ZipList [3,4], ZipList [5,6]] where max3 x y z = max x (max y z)
    [5, 6]

Can this be done? What is the type of cl_map?

Note: If this doesn't work with ZipList, that's ok - the important part is being able to supply the function at runtime. Also, please don't assume that the function is associative or anything like that - it's an arbitrary function of N parameters.

The functions in those examples have fixed numbers of arguments, so one would use the original formulation shown by Tyr42.

    > (+) <$> ZipList [1,2,3] <*> ZipList [4,5,6]
    ZipList {getZipList = [5,7,9]}

    > (+3) <$> ZipList [1,2,3]
    ZipList {getZipList = [4,5,6]}

    > let max3 x y z = max x (max y z)
    > max3 <$> ZipList [1,2] <*> ZipList [3,4] <*> ZipList [5,6]
    ZipList {getZipList = [5,6]}

If you want to use "functions unknown at runtime that could take any number of arguments" then you'll have to pass the arguments in a list. Of course these can crash at runtime, which Haskellers wouldn't be happy with given an alternative, but hey-ho, let's see where we get.

    > let unsafePlus [x, y] = x + y
    > fmap unsafePlus (sequenceA [ZipList [1,2,3], ZipList [4,5,6]])
    ZipList {getZipList = [5,7,9]}

    > let unsafePlus3 [x] = x + 3
    > fmap unsafePlus3 (sequenceA [ZipList [1,2,3]])
    ZipList {getZipList = [4,5,6]}

    > unsafeMax3 [x, y, z] = x `max` y `max` z
    > fmap unsafeMax3 (sequenceA [ZipList [1,2], ZipList [3,4], ZipList [5,6]])
    ZipList {getZipList = [5,6]}

So the answer to your question is that

    cl_map :: ([a] -> b) -> [ZipList a] -> ZipList b
    cl_map f = fmap f . sequenceA

except you don't actually want all the elements of the list to be of the same type, you want them to be of dynamic type, so let's just make them Dynamic.

    > let unwrap x = fromDyn x (error "Type error")
    >
    > let unsafeGreeting [name, authorized] =
    >    if unwrap authorized then "Welcome, " ++ unwrap name
    >                         else "UNAUTHORIZED!"
    >
    > fmap unsafeGreeting (sequenceA [ZipList [toDyn "tome", toDyn "simiones", toDyn "pg"]
    >                               , ZipList [toDyn True,   toDyn True,       toDyn False]])
    ZipList {getZipList = ["Welcome, tome","Welcome, simiones","UNAUTHORIZED!"]}

and the type of cl_map becomes

    cl_map :: ([Dynamic] -> b) -> [ZipList Dynamic] -> ZipList b
    cl_map f = fmap f . sequenceA

One could polish this up a bit and make a coherent ecosystem out of it, but Haskell programmers hardly ever use Dynamic. We just don't come across the situations where Clojurists seem to think it's necessary.

So in the end, as I claimed initially, this function can't be written in a simple, safe way in Haskell; and as the article I linked claims, Haskell's type system can't encode the type of the cl_map function.

It's nice that Haskell does offer a way to circumvent the type system to write somewhat dynamic code, but it's a shame that in order to write a relatively simple function we need to resort to that.

Note that the type of cl_map is perfectly static. It would be `Integer N => (a_0 ->... a_N -> r) -> [a_0] ->... [a_N] -> [r]` assuming some fictitious syntax.

> So in the end, as I claimed initially, this function can't be > written in a simple, safe way in Haskell

Steady on! You posed a question and I gave an answer. You weren't happy with that answer. I think it's a bit premature to conclude that "this function can't be written in a simple, safe way in Haskell".

> as the article I linked claims, Haskell's type system can't encode the type of the cl_map function.

Could you say where you see that claim in the article? I can see three mentions of "Haskell" in the body, two of them mentioning that one researcher's particular implementation doesn't handle this case, but not a claim that it can't be done.

> Note that the type of cl_map is perfectly static. It would be `Integer N => (a_0 ->... a_N -> r) -> [a_0] ->... [a_N] -> [r]` assuming some fictitious syntax.

OK, fine, it's a bit clearer now what you are looking for. How about this:

    > cl_map (uncurry (+)) ([1,2,3], [4,5,6])
    [5,7,9]
    > cl_map (+3) [1,2,3]
    [4,5,6]
    > let max3 (x, y, z) = x `max` y `max` z
    > cl_map max3 ([1,2], [3,4], [5,6])
    [5,6]

Notice that the function arguments are have different, statically-known types! The type of this miracle function?

    cl_map :: Default Zipper a b => (b -> r) -> a -> [r]

And the implementation?

    -- Type definition
    newtype Zipper a b = Zipper { unZipper :: a -> ZipList b } deriving Functor

    -- Instance definition
    instance a ~ b => D.Default Zipper [a] b where def = Zipper ZipList

    -- These three instances are in principle derivable
    instance P.Profunctor Zipper where
      dimap f g = Zipper . P.dimap f (fmap g) . unZipper

    instance Applicative (Zipper a) where
      pure = Zipper . pure . pure
      f <*> x = Zipper (liftA2 (<*>) (unZipper f) (unZipper x))

    instance PP.ProductProfunctor Zipper where
      purePP = pure
      (****) = (<*>)

Given that the only two lines that actually matter are

    newtype Zipper a b = Zipper { unZipper :: a -> ZipList b } deriving Functor
    instance a ~ b => D.Default Zipper [a] b where def = Zipper ZipList

and the rest are boiler plate that could be auto-derived, I think this is pretty satisfactory. What do you think?

First of all, thank you for bearing with me this long!

Still, you haven't written exactly the function I was asking for. You require a manual, compile-time step of transforming the N-ary function to a unary function taking a tuple. Still, it's impressive that this can define variable-length, variable-type tuples. Unfortunately I am not able at all to follow your solution, as it's using too many types that I'm not familiar with, and it seems to require some external packages, so I can't easily try it out in an online compiler to understand it better (as I have been doing so far).

Either way, I would say we are well outside the limits of an easy to understand way of specifying this kind of function - even if you are only showing 2 lines of code, it seems that your definition requires, outside of lists and functions (the objects we intended to work with): ZipList, Default, Functor, Profunctor, ProductProfunctor, Applicative, and a helper type. Even if these were derivable, someone seeking to write this function would still need to be aware of all of these types, some of which are not even part of the standard library; and of the way they work together to magically produce the relatively simple task they had set out to do.

> Could you say where you see that claim in the article?

The claim is presented implicitly: for one, they conjecture that, were Haskell or SML to "pragmatically support" such a feature, it would be used more often (offering as argument the observation that both Haskell's and SML's standard libraries define functions that differ only in the arity of their arguments, such as zipWith/zipWith3 in Haskell). This implies that, to their knowledge, it is not pragmatically possible to implement this in Haskell.

Similarly, given that in their "Related Works" section they don't identify any complete implementation of variadic polymorphism, it can be assumed that they claim at least not to have found one.

> I can't easily try it out in an online compiler to understand it better

Try this. It's a full working program. The packages it depends on are "profunctors" and "product-profunctors".

    {-# LANGUAGE FlexibleInstances     #-}
    {-# LANGUAGE DeriveFunctor         #-}
    {-# LANGUAGE FlexibleContexts      #-}
    {-# LANGUAGE MultiParamTypeClasses #-}
    {-# LANGUAGE TypeFamilies          #-}
    
    module MyExample where
    
    import qualified Data.Profunctor                 as P
    import qualified Data.Profunctor.Product         as PP
    import qualified Data.Profunctor.Product.Default as D
    
    newtype Zipper a b = Zipper { unZipper :: Traverse ZipList a b }
      deriving Functor
    
    instance a ~ b => D.Default Zipper [a] b where
      def = Zipper (P.dimap ZipList id D.def)
    
    instance P.Profunctor Zipper where
      dimap f g = Zipper . P.dimap f g . unZipper
    
    instance Applicative (Zipper a) where
      pure = Zipper . pure
      f <*> x = Zipper ((<*>) (unZipper f) (unZipper x))
    
    instance PP.ProductProfunctor Zipper where
      purePP = pure
      (****) = (<*>)
    
    cl_map :: D.Default Zipper a b => (b -> r) -> a -> [r]
    cl_map f = getZipList . fmap f . runTraverse (unZipper D.def)

> Still, you haven't written exactly the function I was asking for

I'm afraid I'm now completely stumped about what you're asking for. If you have a function with a known arity and want to apply it to a known number of arguments then you can use the original formulation:

    f <$> args1 <*> args 2 ... <*> argsN

You then asked what happens for unknown numbers of arguments, so I produced a solution that works with lists, which isn't very Haskelly, but does the job. After that you said you wanted something with a more specific type, so I came up with the answer that works generally over tuples (or indeed any type that contains a sequence of arguments). That's not satisfactory either! It seems you literally want a function with type `Integer N => (a_0 ->... a_N -> r) -> [a_0] ->... [a_N] -> [r]`. Well, I don't know how to do that in Haskell -- maybe my most recent solution extends to that -- but nor do I know why you'd want to do that! If you have a known number of arguments the first solution works fine. If you have an unknown number of arguments then you must have them all together in one datastructure, so the most recent solution works fine. Haskellers would be very happy with either of those and I don't see how we're missing out on programming convenience because of that. Maybe you could elaborate?

I will start by saying it took me a while to even parse the expression you provided. Whoever thought that inventing new operators is a way to write readable code should really be kept far away from programming languages. The article you provided didn't even bother to give a name to <*> and <$> so I could at least read them out to myself.

Anyway, bitter syntax sugar aside, the way you wrote the function I proposed was... a completely different function with similar results, which does not have the type I was asking for, and you only had to introduce 2 or 3 helper functions and one helper type to do it. I wanted to work with functions and lists, but now I get to learn about applicatives and ZipLists as well... no extra complication required!

Edit to ask: could this method be applied if you didn't know the number of lists and the function at compile time? CL's map would be the equivalent of a function that produces the expression you have showed me, but it's not clear to me that you could write this function in Haskell.

Edit2: found a paper explaining that this is not possible in Haskell, and showing how the problem is solved in Typed Scheme: https://www2.ccs.neu.edu/racket/pubs/esop09-sthf.pdf

IMO, Go is never a good example in static vs dynamic type system discussions (I mean, for this case: parametric polymorphism has been around since the 70s...).

The language developers themselves have repeatedly stated that its type system being very limited is intentional.

See e.g. here: https://github.com/golang/go/issues/29649#issuecomment-45482...

TBH, sometimes I wonder why they bothered with static typing at all...

Sure, I know Go is a low blow to static typing. But in this particular regard, Java or C# don't fare much better either.

This is not a question of just supporting parametric polymorphism, but of abstracting over the number of arguments of a function, which is not supported in almost any type system I know of; and then of matching the number of arguments received with the type of function you specified initially.

Not that complicated even in C++

template <typename... Lists, typename Func> auto map(Func && func, Lists &&... lists) -> std::vector<decltype(func(std::declval<typename std::decay<Lists>::type::value_type>()...))>;

> std::declval<typename std::decay<Lists>::type::value_type>()

Yes, nothing hard to understand or discover about that at all...

Replying to add: actually, not only is the type obscure, it also relies on knowing the lists at compile time, while the CL function can do this at runtime (note that there is no dynamic behavior, it's simply that C++'s type system can't abstract over function arity).

It's not that difficult to do in Scala, which is probably the language that comes most close to a mainstream language that has a typesystem powerful enough to express this.

There are better languages for expressing this more natural (such as Idris) but in the end, the fallacy seems to lie in your claim that this would be "safe and easy to do with dynamic typing". That's what you think until you find out that your solution works in 99% of the cases, except in some special cases, because the compiler didn't have your back.

Examples are the standard sort functions in Java and python, which were bugged for a very long time.

Btw, here is the executable code in Scala: https://scalafiddle.io/sf/UrDu12b/1

Posting it for reference in case Scalafiddle is down:

  import shapeless._, ops.function._
  
  def multiMap[InputTypes <: HList, MapF, HListF, MapResult] (inputs: List[InputTypes])(mapF: MapF)
  (implicit fn: FnToProduct.Aux[MapF, InputTypes => MapResult]) = inputs.map(fn(mapF))
  
  
  val testList2Elems = List(
    3 :: "hi" :: HNil,
    5 :: "yes" :: HNil
  )
  
  multiMap(testList2Elems){ (num: Int, str: String) =>
    s"$num times $str is ${List.fill(num)(str).mkString}"
  }.foreach(println)
  
  
  val testList3Elems = List(
    3 :: "hi" :: 3 :: HNil,
    5 :: "yes" :: 2 :: HNil,
    2 :: "easy" :: 1 :: HNil
  )
  
  multiMap(testList3Elems){ (num: Int, str: String, mult: Int) =>
    s"$num * $mult times $str is ${List.fill(num*mult)(str).mkString}"
  }.foreach(println)
  
  
  
  // As expected, the compiler has our back and the following does not compile
  
  val testListWrongElems = List(
    3 :: "hi" :: HNil,
    5 :: "yes" :: "ups?" :: HNil
  )
  
  /*
   * Whoops, does not compile, list shape not good for multiMap :) 
   *
  multiMap(testListWrongElems){ (num: Int, str: String) =>
    s"$num times $str is ${List.fill(num)(str).mkString}"
  }.foreach(println)
  */
  
  /*
   * Whoops, does not compile, 2-sequences vs 3 argument function :) 
   *
  multiMap(testList2Elems){ (num: Int, str: String, mult: Int) =>
    s"$num * $mult times $str is ${List.fill(num*mult)(str).mkString}"
  }.foreach(println)
  */

I just checked the documentation of lisps implementation and it is different from my code. If the input lists have a different size, the shortest list decides the result length and everything else is discarded. This is of course possible to implement in Scala too, but I think it is a very bad thing to do that which can lead to bugs quite easy. I prefer my solution in that case.

I agree with you. There is a related joke (?) that goes like this:

"I don't like to waste time writing tests, because I need that time to fix bugs on production that happened because I don't write tests".

The relation to static typing is that static types are a kind of test the computer automatically writes for you.

How many hundreds of LOC would you like to write to support serializing and deserializing JSON for an endpoint that has a schema with around 20 fields, some of which are nested? If you are using Spring and Jackson, you will get to write around 300 LOC across 8 files before you get your hands on a single deserialized object. In any sane language you would use a library that enforces an arbitrary JSON schema to get the same validation guarantees provided by Jackson while writing maybe 25 LOC across maybe 2 files (if we generously count the JSON schema as code for this language but not for Java).

Is this an unusual use case?

Why would you write any of this yourself?

This is the classic use case for code generation. (And IMO one of the few justified ones.)

It seems like the more common approach among people who use Java is to write the 300 LOC across the 8 files then use the library to generate JSON schema, rather than the other way around. I wrote it myself because I did not want to tell my team that they had been doing things wrong for years before trying their approach once.

I think it gives people a sense of satisfaction in modeling real world in the relations between classes. The assertion seems to be that if to solve a problem it has to be correctly modelled into the type system of the language. Once the modelling is done correctly solution will arise by itself.

On the other end people who prefer weakly typed languages see problems as primarily that of data transformation. For example from HTML Form to Http Request to SQL Db to CSV File and so on.

Both approaches are differentiated by the perspective on the problem.

But I rarely use classes in TypeScript. I do think of things as data transformations but the types certainly help a lot.

Please don't use weak/strong to denote type systems. Those terms are highly subjective and even non-technical people would quickly form an opinion about which is better. (Strong is good, weak is bad.) Static/dynamic is more accurate and less opinionated terminology.

They are not the same, at least according to the definitions I'm familiar with.

Static/dynamic is whether type checking is done at compile time or run type.

Strong/weak is how flexible the language is with type conversion.

Another explanation: https://en.hexlet.io/courses/intro_to_programming/lessons/ty...

Are these dimensions orthogonal though? For example is there any Strongly typed dynamic language?

I think Python is mentioned as the usual example.

Python is considered strongly typed, but usually it's placed in opposition with PHP or JavaScript. That's why I don't understand why the previous poster used strongly typed. The conversation was about static and dynamic programming languages.

Yes. Completely orthogonal.

Strongly typed dynamic: Python

Weakly typed dynamic: Javascript

Strongly typed static: Haskell

Weakly typed static: C

Static vs dynamic is not for type checking, it's about conversion.

As in:

Static typing - 1 == "1" is false (Python style, integer isn't converted to string for comparison)

Dynamic typing - 1 == "1" is true (PHP style, integer or string may be converted)

Where are you getting your definitions from? What you posted is what I understand to be weak vs strong.

Barbara Liskov defines strong typing as a compiler feature that prevents wrong type usage.

Liskov, B; Zilles, S (1974). "Programming with abstract data types".

http://web.cs.iastate.edu/~hridesh/teaching/362/07/01/papers...

I hated statix typing until I used Rust. Rust has Sum types (super powered enums), which provide what I was missing from dynamically typed langauges in languages like Java, C#, etc: namely the ability to have an "or" type (e.g. this is an integer or a string, and I want to be able to branch on that at runtime).

That, plus type inference makes the static typing pretty painless.

Agreed. Do note that many other languages before Rust do provide good static typing with the niceties you'd expect (and that are often missing from Java), such as type inference, sum types, etc. Some examples include, but are not limited to, Scala, Haskell, the ML family of languages, etc.

Could not agree more. That's why I'm going to Rust next once done with my current F# project - I want to have experience with both JIT and AOT languages that support sum types and Option / Discriminated Unions.

These data types are much more powerful than the fancy arrays that wowed me back in the day :)

In my experience both the benefits and costs of static typing are overstated. It doesn't mean that your code works if it compiles, and it doesn't mean that you can get rid of half your tests. But it's great for refactoring, and it's a useful form of documentation that can't lie, unlike comments. And if you're using a reasonable language it's not much additional work to add types; often with type inference it's zero work.

Clojure spec seems like the way to go. I really like that it defines what should be going in and out while leaving it really easy to merge incoming data without having to write a bunch of extra code.

For me it depends on the style of static types. I do find Java or C#'s static types to be helpful, but also time consuming. Elm or Haskell on the other hand don't force me to write out the static types while still giving me the benefits of them.

There's also the case that I find the type systems of Rust, Elm, etc to be much more helpful than the type systems of C++ or Sorbet (type system for Ruby).

It depends on the situation. I've had code that absolutely benefited from static types and it helped me find bugs before they happened.

But my current job has very, very little that would benefit from static typing. Adding it into the mix would slow us down, both literally and figuratively.

> But my current job has very, very little that would benefit from static typing

Would you mind expanding on this? I'd be interested in what processes you have and if you use any additional tooling.

Thanks!

Most of what we do is just data input and data display. And most of that is text. There aren't really any calculations or anything, beyond some simple sizing of UI stuff.

For database stuff, an ORM with some validation rules is generally enough, and couldn't be replaced with static typing anyhow.

For anything that absolutely has to be a certain kind of data, there are things built into dynamic languages to check the type of something, and you just call it as needed on a case-by-case basis.

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