I have the following definition of HList
:
pub trait Data: Any + Debug {}
impl<T: Any + Debug> Data for T {}
/// The empty `HList`.
pub struct Nil;
/// An `HList` with `H` at position 0, and `T` as the rest of the list.
pub struct Cons<H, T> {
head: PhantomData<H>,
tail: PhantomData<T>,
}
/// A marker trait that `Nil` and `Cons<H, T>` satisfies.
pub trait HList {}
impl HList for Nil {}
impl<H, T: HList> HList for Cons<H, T> {}
How would I construct the types by appending them to the end?
Inserting them as the first element is trivial:
trait Prepend<D: Data>: Sized {
fn prepend(self, item: D) -> Cons<D, Self>;
}
impl<D: Data> Prepend<D> for Nil {
fn prepend(self, item: D) -> Cons<D, Nil> {
Cons {
head: PhantomData,
tail: PhantomData,
}
}
}
impl<D: Data, H, T: HList> Prepend<D> for Cons<H, T> {
fn prepend(self, item: D) -> Cons<D, Cons<H, T>> {
Cons {
head: PhantomData,
tail: PhantomData,
}
}
}
Playground link
But appending elements on the end, while maintaining same structure seems hard.
Nil.prepend(true).prepend(3).prepend("string")
-> Cons<&'static str, Cons<i32, Cons<bool, Nil>>>
Nil.push("string").push(3).push(true)
-> Cons<&'static str, Cons<i32, Cons<bool, Nil>>>
I know the answer is some kind of recursive function, that seeks to the last Nil
in the list and adds the current value there, but I have difficulty defining a function for the trait that works with such a recursive function.
Assuming we have a trait Push
with the method push
that adds an element into the HList
in the innermost bracket:
pub trait Push<?> {
fn push(self?, el: item) -> ?;
}
How would one construct it?
Recursion on using associated types seems to do the trick:
trait Append<D: Data> {
type Result;
fn append(self, item: D) -> Self::Result;
}
impl<D:Data> Append<D> for Nil {
type Result = Cons<D, Nil>;
fn append(self, item: D) -> Self::Result {
Cons {
head: PhantomData,
tail: PhantomData,
}
}
}
impl<D:Data, H, T:HList+Append<D>> Append<D> for Cons<H,T> {
type Result = Cons<H, <T as Append<D>>::Result>;
fn append(self, item: D) -> Self::Result {
Cons {
head: PhantomData,
tail: PhantomData,
}
}
}
Playground link
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