Expand description
A trait for any array, with item as an associated type, and length as an assiciated constant.
This crate is a subset of the crate array_ops
.
§Examples
use array_trait::*;
type Arr3 = [i8; 3];
const A: Arr3 = [1, 2, 3];
// The assiciated constant `LENGTH` equals the length of the array
assert_eq!(Arr3::LENGTH, 3);
assert_eq!(Arr3::LENGTH, A.len());
#![feature(const_trait_impl)]
#![feature(generic_const_exprs)]
use array_trait::*;
type Arr3 = [i8; 3];
const A: Arr3 = [1, 2, 3];
/// The trait can be used in a function like this:
const fn first<'a, T: ~const Array>(array: &'a T) -> Option<&'a <T as AsSlice>::Item>
where
[(); T::LENGTH]: // This is required for now.
{
array.as_array().first()
}
assert_eq!(first(&A), Some(&1));
§N-dimensional arrays
There is also a trait for N-dimensional arrays, which contain information on its inner structure, and supports a depth up to 64 dimensions.
The associated constants DIMENSIONS and FLAT_LENGTH vary depending on the chosen depth.
The assiciated type ItemNd represents the innermost type given a chosen depth.
§Examples
#![feature(generic_const_exprs)]
use array_trait::*;
type Mat2x3 = [[i8; 3]; 2];
/// The number of dimensions
const DEPTH: usize = 2;
// `FLAT_LENGTH` is the combined length if the N-dimensional array was flattened,
// i.e. the product of the lengths of each dimension.
assert_eq!(<Mat2x3 as ArrayNd<DEPTH>>::FLAT_LENGTH, 6);
// `DIMENSIONS` contains the lengths of each dimension ordered outermost to innermost.
assert_eq!(<Mat2x3 as ArrayNd<DEPTH>>::DIMENSIONS, [2, 3]);
Traits§
- Array
- A trait for any array, with elem as an associated type, and length as an assiciated constant.
- ArrayNd
- A trait for N-dimensional arrays with depth up to 64.
- AsArray
- AsSlice
- A trait for obtaining a slice
[Self::Item]
- Boxed
Slice - A trait for a boxed slice
[Self::Elem]
- Into
Array - Into
Boxed Slice - A trait for obtaining a boxed slice
[Self::Elem]
- Slice
- A trait for a slice
[Self::Elem]
Trait Aliases§
- Array
Prereq - Boxed
Slice Prereq - Prerequesites for a boxed slice of
T
- Slice
Prereq - Prerequesites for a slice of
T