Expand description
§Range Bound Cmp
Comparison operations between primitive Bound
values.
§Usage
range_bound_cmp
aims to simplify set operations on primitive ranges by providing
lower and upper bound specific implementations of PartialEq
, Eq
, PartialOrd
and Ord
.
This allows for comparison of values rather than variants. Take for example the following
assertions:
assert!(Bound::Included(9) != Bound::Excluded(10));
// The above is `false` for `LowerBound` but `true` for `UpperBound`.
assert!(LowerBound(Bound::Included(9)) != LowerBound(Bound::Excluded(10)));
assert!(UpperBound(Bound::Included(9)) == UpperBound(Bound::Excluded(10)));
// Therefore we can make more assertions for the entire range.
assert!(OrdRange::new(0..9) != OrdRange::new(0..10));
assert!(OrdRange::new(0..=9) == OrdRange::new(0..10));
Passing a range into OrdRange
will wrap the bounds for comparison operations.
Use the RangeBound
implementation on OrdRange
, or call take
to return the
unwrapped bounds for operations such as slicing into an array. Range bound assertions
are particularly useful in the development of range set algorithms. Take for example this
naive implementation of intersection
below:
// Our return type.
pub type TupleRange<T> = (Bound<T>, Bound<T>);
/// Get the range of elements in both sets `a` and `b`.
fn intersection(a: impl RangeBounds<usize>, b: impl RangeBounds<usize>) -> OrdRange<usize> {
let a = OrdRange::new(a);
let b = OrdRange::new(b);
// Conversion is infallible for this operation.
OrdRange::try_from((a.start.max(b.start), a.end.min(b.end))).unwrap()
}
assert_eq!(intersection((0..7), (3..10)).take(), (Bound::Included(3), Bound::Excluded(7)));
§Lower and Upper bound conversion
Conversion between LowerBound
and UpperBound
using TryFrom
or TryInto
has the following behaviour:
Bound
variant is always maintained.LowerBound::Included(5)
will be converted toUpperBound::Included(5)
whileLowerBound::Excluded(4)
will be converted toUpperBound::Excluded(6)
.Bound::Unbounded
conversion is always an error. The lower bound of..10
is not equal to the upper bound of0..
.
Structs§
- Lower
Bound - OrdRange
- A pair of range
Bound
types for comparison operations. - Upper
Bound