Module s2::s1::interval

source ·

Structs

Interval represents a closed interval on a unit circle. Zero-length intervals (where Lo == Hi) represent single points. If Lo > Hi then the interval is “inverted”. The point at (-1, 0) on the unit circle has two valid representations, [π,π] and [-π,-π]. We normalize the latter to the former in Interval::new. There are two special intervals that take advantage of that:

Constants

an empty interval.
a full interval.