Module interval::interval[−][src]

Closed and bounded generic interval.

Let D be an ordered set and {i,j} ∈ D. The interval I whose bounds are {i,j} is defined as I = {x ∈ D | i <= x <= j} and is denoted as [i..j]. Only interval with bound types implementing Num and Width is currently available.

Most of the operations in gcollections::ops::* are implemented. Intervals specific operations, proposed in ops::*, are also implemented. There is no union operation since this interval representation is not precise enough, and so an union could be over-approximated. For example, consider [1..2] U [5..6], the only possible representation is [1..6] which is not exact by the definition of union of sets. However, this operation exists and is named hull.

Examples

extern crate gcollections;
extern crate interval;

use interval::Interval;
use interval::ops::*;
use gcollections::ops::*;

let a = Interval::new(0, 5);
let b = Interval::singleton(10);

let c = a.hull(&b);
let d = c.difference(&a);

assert_eq!(c, Interval::new(0,10));
assert_eq!(d, Interval::new(6,10));

Module interval::interval[−][src]

Examples

See also

Structs

Traits