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<insep>
hi, i have a question related to dune, is it possible to build just dune-configurator and install only it?
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<d_bot>
<rgrinberg> I don't see how that's possible. You need dune to build dune-configurator
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<insep>
i already have dune, i just want to build dune-configurator separately from anything else, currently i have `dune build @install -p dune-configurator; dune install --destdir="/"`, but that second command complains about missing <package>.install for everything
<d_bot>
<rgrinberg> You can do `dune install dune-configurator --destdir="/"`
<insep>
that worked, thx!!!!
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<d_bot>
<Alistair> Is it possible to have changes in the `.ml` file be automatically reflected in the `.mli` file. e.g. type definitions / module type definitions
<dmbaturin>
Alistair: ocamlc -i prints module interface, though it can't merge and update.
<d_bot>
<Alistair> Also is there a library function to map on `Result.t` errors? e.g. `emap : ('a, 'e) t -> f:('e -> 'f) -> ('a, 'f) t`?
<companion_cube>
in which library? :p
<d_bot>
<Alistair> Base
<companion_cube>
oh, surely. idk base.
<dmbaturin>
Result.map is in stdlib.
<companion_cube>
but this is map_err
<d_bot>
<Alistair> Found it, `Result.map_error`
<dmbaturin>
Yes, sorry. map_error
<d_bot>
<roddy> @TheBloodlessMan Unfortunately no, the standard way of dealing with painful amounts of duplication is the intf trick https://www.craigfe.io/posts/the-intf-trick
<dmbaturin>
I arguably should be sleeping now, but I'm not.
<companion_cube>
the intf trick ♥
<dmbaturin>
GOod reminder, I need to do that in the TOML lib.
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<d_bot>
<Alistair> Can you inherit type constructors in ocaml? I guess polymorphic variants sort of do this, but I was wondering if there are any other ways. Context: I have a `Solver.error` type, which my `Infer` module is currently wrapping around w/ `SolverError of Solver.error` constructor, but kinda adds another level of pattern matching, so I was wondering whether `Infer.error` could extend `Solver.error`?
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<dmbaturin>
There are extensible (open) sum types, but there's no inheritance there. If you want inheritance, you may need to resort to... objects. :)
<d_bot>
<Alistair> oh no, not objects 😟
<dmbaturin>
Nothing wrong with objects.
<jyc>
objects are kind of nifty in OCaml, row polymorphism is pretty useful
<dmbaturin>
I'm sometimes seriously thinking of writing an parallel universe standard library with objects. ;)
<companion_cube>
the biggest issue for me, with objects, is that merlin is not too good on them
<dmbaturin>
Hhm, but it _can_ be made to be good with it?
<Fardale>
merlin is not good with object because nobody use object, or nobody use object because merlin is not good with it?
<jyc>
is merlin recommended over ocaml-lsp? I last used OCaml "seriously" before ocaml-lsp came out
<companion_cube>
oh I mean, same thing
<companion_cube>
ocamllsp is merlin + lsp more or less :D
<companion_cube>
afaik
<jyc>
oh haha
<jyc>
thanks
<companion_cube>
Fardale: no idea :p
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<d_bot>
<monk> are row types in ocaml predicated on using its class system or can you get away with just using ocaml objects for it
<d_bot>
<monk> row polymorphism*
<companion_cube>
it only works with objects I think
<companion_cube>
(and poly variants)
<d_bot>
<monk> coolio
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<d_bot>
<monk> i have nothing against Objects generally, it's subtyping by way of class inheritance where i get angry
<d_bot>
<Alistair> Is there a reason to the following? I understood that `private` just ensures that a value of the type couldn't be constructed outside the module? ```
<d_bot>
<Alistair> Error: The type basic does not expand to a polymorphic variant type```
<companion_cube>
@monk: subtyping is not correlated to inheritance in OCaml :)
<companion_cube>
and you cn use `object … end` expressions without any class, if you so wish
<d_bot>
<monk> terminology bites me once again
<companion_cube>
@Alistair: not sure what `private` on poly variants is useful for
<d_bot>
<Alistair> Excellent point 🤦♂️
<companion_cube>
without `private` it works pretty well :p
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<d_bot>
<octachron> @TheBloodlessMan : a private abbreviation creates a new type that is a subtype of the abbreviated type. Thus the issue with inlining the type definition in a polymorphic type expression.
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