Crates.io | cantor |
lib.rs | cantor |
version | 0.1.3 |
source | src |
created_at | 2022-04-05 02:23:24.790208 |
updated_at | 2022-05-06 05:07:05.684327 |
description | A general toolkit for working with types that have a small number of values |
homepage | |
repository | https://github.com/dzamkov/cantor |
max_upload_size | |
id | 562392 |
size | 46,588 |
Cantor is a general toolkit for working with types that have a small number of values (typically,
but not exclusively enum
s). This crate defines the Finite
trait and implements several
efficient zero-allocation algorithms on top of it.
// Define a "Finite" type
#[derive(Finite, PartialEq, Eq, PartialOrd, Ord, Clone, Copy, Debug)]
enum MyType {
A,
B(bool),
C(bool, bool)
}
// Value iteration
let mut num_values = 0;
for _ in MyType::iter() {
num_values += 1;
}
assert_eq!(num_values, 7);
// Value compression
let value = MyType::B(false);
assert_eq!(size_of_val(&value), 3);
let compressed = compress(value);
assert_eq!(size_of_val(&compressed), 1);
assert_eq!(value, compressed.expand());
// Array map
let mut map = ArrayMap::default();
map[MyType::B(true)] = 1;
map[MyType::C(true, true)] = 2;
assert_eq!(map[MyType::A], 0);
assert_eq!(map[MyType::B(true)], 1);
assert_eq!(map[MyType::C(true, true)], 2);
// Bitmap set
let mut set = BitmapSet::none();
set.include(MyType::A);
set.include(MyType::B(false));
set.include(MyType::C(true, false));
assert_eq!(set.size(), 3);
assert!(set.contains(MyType::B(false)));
assert!(!set.contains(MyType::C(false, true)));