This is further progress towards a metaprogramming system in a form
similar to Elaborator Reflection or Template Haskell, but trying to
avoid leaking too many implementation details of the elaborator itself.
This is the result of running the command:
$ find . -name '*.idr' -type f -exec sed -i -E 's/\s+$//' {} +
I confirmed before running it that this would not affect any markdown
formatting in documentation comments.
These functions use the NonEmpty predicate type in order to prove
that the operation will be valid.
Implementations copied from Idris1's Prelude.List module, except without
expanding the auto implicit argument.
See e.g. Applicative instance in Data.Vect. This allows implementations
to use implicits at run time (by default, they'd be 0 multiplicity so
erased, but it might be useful to have an index available at run time).
At the moment, the parser requires implicits to be given before
constraints. Ideally it should be possible to give them in any order.
I'll come back to this.
Lots were missing, and some were export, which should probably be public
export because the nature of Vect is that it could commonly be used in
types.
Fixes#13
This is part of what we used to have in Enum but I think it's better to
separate the two. Added implementations for Nat, and anything in
Integral/Ord/Neg, so that we get range syntax (at least when its
implemeted) for the most useful cases.
This required a small change to auto implicit search (and I'm still not
sure about this). Now search arguments right to left, because solving
later arguments may resolve earlier arguments by unification and this
can happen in particular when chasing parent interfaces (which may have
fewer parameters).
Now supports with applications on the RHS when auto implicits are
involved. Auto implicit bound names in patterns now become searches on
the rhs in a with-application (I should write this construct up properly
in a paper some time!)
We use this to decide whether a determining argument is satisfied or not
for unbound implicits. We can tell from the name, which would be a PV,
but this way relies on fewer assumptions.
Elaborate via either === (homogeneous equality) or ~=~ (heterogeneous
equality) both of which are synonyms for Equal. This is to get the Idris
1 behaviour that equality is homogeneous by default to reduce the need
for type annotations, but heterogeneous if that doesn't work.
Like in delayed ambiguity resolution, we need to reevaluate the target
type because it might have changed - and that's why we delayed in the
first place!
