#list #set #representing #intersection #concepts #calculations #key

key_set

KeySet representing concepts of All, None, Some(list), and AllExceptSome(list), with basic set calculations (intersection, difference, inverse)

1 unstable release

0.1.0 Dec 7, 2020

#1425 in Data structures

MIT/Apache

14KB
239 lines

Rust crate key_set

KeySet representing concepts of All, None, Some(list), and AllExceptSome(list), with basic set calculations (intersection, difference, inverse).

Github repo here

Other versions:

Usage

We have an enum with:

  • KeySet::All represents the entirety of possible keys (𝕌)
  • KeySet::None represents an empty set ()
  • KeySet::Some(vec) represents a concrete set (A ⊂ 𝕌)
  • KeySet::AllExceptSome(vec) represents the complementary set of a set, all the elements except the given ones (A' = {x ∈ 𝕌 | x ∉ A}) _(see Complement in Wikipedia)*

We can have a KeySet of T where T: Ord + Debug + Clone

KeySet implements cmp::Ord, cmp::PartialOrd, cmp::Eq, cmp::PartialEq, std::fmt::Debug, and std::fmt::Display

Creation: KeySet::for_some(&list), KeySet::for_all_except_some(&list)

Build your KeySets using the factory functions, giving

  • To get a KeySet that represents the given list: KeySet::for_some(&list)
    • if the list is empty, we'll get None
    • otherwise, we'll get Some
  • To get a KeySet that represents the complementary set of the given list: KeySet::for_all_except_some(&list)
    • if the list is empty, we'll get All
    • otherwise, we'll get AllExceptSome
fn example() {
    let empty_vector: Vec<i32> = vec![];

    let ks1 = KeySet::for_some(&empty_vector); // => KeySet::None
    let ks2 = KeySet::for_some(&vec![1, 2, 3]); // => KeySet::Some([1, 2, 3])
    let ks3 = KeySet::for_all_except_some(empty_vector); // => KeySet::All
    let ks4 = KeySet::for_all_except_some(&vec![1, 2, 3]); // => KeySet::AllExceptSome([1, 2, 3])
}

contains(&element)

Returns a boolean defining if the KeySet includes the given element.

fn example() {
    let ks1 = KeySet::for_some(vec![1, 2, 3]); // => KeySet::Some([1, 2, 3])
    ks1.contains(&1); // => true
    ks1.contains(&7); // => false

    let ks2: KeySet<i32> = KeySet::All;
    ks2.contains(&1); // => true
    ks2.contains(&7); // => true

    let ks3: KeySet<i32> = KeySet::None;
    ks3.contains(&1); // => false
    ks3.contains(&7); // => false
    
    let ks4 = KeySet::for_all_except_some(vec![1, 2, 3]); // => KeySet::AllExceptSome([1, 2, 3])
    ks4.contains(&1); // => false
    ks4.contains(&7); // => true
}

invert()

All KeySet has an invert() method that returns an instance of the opposite class, which represents the complementary KeySet. _(see Complement in Wikipedia)*

  • AllNone
  • SomeAllExceptSome
fn example() {
    let key_set = KeySet::for_some(vec![1, 2, 3]); // => KeySet::Some([1, 2, 3])
    let comp = key_set.clone(); // => KeySet::AllExceptSome([1, 2, 3])
}

remove(&other)

Returns a new KeySet with the difference between ThisSet - OtherSet (A - B)

fn example() {
    let key_set = KeySet::for_some(vec![1, 2, 3]); // => KeySet::Some([1, 2, 3])
    let other = KeySet::for_some(vec![1, 3, 4]); // => KeySet::Some([1, 2, 3])
    let comp = key_set.remove(&other); // => KeySet::Some([2])
}

intersect(&other)

Returns a new KeySet with the intersection of both Sets (A ∩ B), representing the elements present in both sets

fn example() {
    let key_set = KeySet::for_some(vec![1, 2, 3]); // => KeySet::Some([1, 2, 3])
    let other = KeySet::for_some(vec![1, 3, 4]); // => KeySet::Some([1, 2, 3])
    let comp = key_set.intersect(&other); // => KeySet::Some([1, 3])
}

clone()

All KeySet has a clone() method, which will return a new instance of the same class that represents the same KeySet.

If the KeySet is KeySetSome or KeySetAllExceptSome, they will have a vector with the same keys.

fn example() {
    let key_set = KeySet::for_some(vec![1, 2, 3]); // => KeySet::Some([1, 2, 3])
    let comp = key_set.clone(); // => KeySet::Some([1, 2, 3])
    let equal = key_set == comp; // => true
}

Dependencies

~0.4–1MB
~23K SLoC