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use std::rc::Rc;
pub trait Apply {
type Elm;
type M<B>;
fn ap<B, F>(self, fs: Self::M<F>) -> Self::M<B>
where
F: Fn(&Self::Elm) -> B;
}
macro_rules! apply_numeric_impl {
($($t:ty)*) => ($(
impl Apply for $t {
type Elm = $t;
type M<U> = U;
fn ap<B, F>(self, fs: Self::M<F>) -> Self::M<B>
where
F: Fn(&Self::Elm) -> B,
{
fs(&self)
}
}
)*)
}
apply_numeric_impl! { usize u8 u16 u32 u64 u128 isize i8 i16 i32 i64 i128 f32 f64 }
impl<A> Apply for Rc<A> {
type Elm = A;
type M<U> = Rc<U>;
fn ap<B, F>(self, fs: Self::M<F>) -> Self::M<B>
where
F: Fn(&Self::Elm) -> B,
{
Rc::new(fs(&self))
}
}
impl<A> Apply for Box<A> {
type Elm = A;
type M<U> = Box<U>;
fn ap<B, F>(self, fs: Self::M<F>) -> Self::M<B>
where
F: Fn(&Self::Elm) -> B,
{
Box::new(fs(&self))
}
}
impl<A> Apply for Option<A> {
type Elm = A;
type M<U> = Option<U>;
fn ap<B, F>(self, fs: Self::M<F>) -> Self::M<B>
where
F: Fn(&Self::Elm) -> B,
{
Some(fs?(&self?))
}
}
impl<A, E: Clone> Apply for Result<A, E> {
type Elm = A;
type M<U> = Result<U, E>;
fn ap<B, F>(self, fs: Self::M<F>) -> Self::M<B>
where
F: Fn(&Self::Elm) -> B,
{
let x = self?;
let fs = fs?;
Ok(fs(&x))
}
}
impl<A> Apply for Vec<A> {
type Elm = A;
type M<U> = Vec<U>;
fn ap<B, F>(self, fs: Self::M<F>) -> Self::M<B>
where
F: Fn(&Self::Elm) -> B,
{
let zipped = self.iter().zip(fs.iter());
zipped.map(|(x, f)| f(x)).collect::<Vec<B>>()
}
}