Uses of Class com.google.common.geometry.S1Interval (S2 Geometry Library for Java 2.0.0 API)

Uses of S1Interval in com.google.common.geometry

Fields in com.google.common.geometry declared as S1Interval
Modifier and Type	Field	Description
`protected S1Interval`	S2LatLngRectBase.`lng`

Methods in com.google.common.geometry that return S1Interval
Modifier and Type	Method	Description
`S1Interval`	S1Interval.`addPoint(double p)`	Expands the interval by the minimum amount necessary so that it contains the point `p` (an angle in the range [-Pi, Pi]).
`S1Interval`	S1Interval.`complement()`	Return the complement of the interior of the interval.
`static S1Interval`	S1Interval.`empty()`
`S1Interval`	S1Interval.`expanded(double margin)`	Returns a new interval that has been expanded on each side by the distance `margin`.
`static S1Interval`	S1Interval.`fromPoint(double radians)`	Convenience method to construct an interval containing a single point.
`static S1Interval`	S1Interval.`fromPointPair(double p1, double p2)`	Convenience method to construct the minimal interval containing the two given points.
`static S1Interval`	S1Interval.`full()`
`static S1Interval`	S2LatLngRect.`fullLng()`	The full allowable range of longitudes.
`S1Interval`	S1Interval.`intersection(S1Interval y)`	Returns the smallest interval that contains the intersection of this interval with `y`.
`S1Interval`	S2LatLngRect.Builder.`lng()`
`S1Interval`	S2LatLngRect.`lng()`
`abstract S1Interval`	S2LatLngRectBase.`lng()`	Returns the longitude range of this rectangle.
`S1Interval`	S1Interval.`union(S1Interval y)`	Returns the smallest interval that contains this interval and the interval `y`.

Methods in com.google.common.geometry with parameters of type S1Interval
Modifier and Type	Method	Description
`boolean`	S1Interval.`approxEquals(S1Interval y)`	As `approxEquals(S1Interval, double)`, with a default maxError of 1e-15.
`boolean`	S1Interval.`approxEquals(S1Interval y, double maxError)`	Returns true if this interval can be transformed into the interval `y` by moving each endpoint by at most "maxError" (and without the endpoints crossing, which would invert the interval).
`boolean`	S1Interval.`contains(S1Interval y)`	Returns true if the interval contains the interval `y`.
`double`	S1Interval.`getDirectedHausdorffDistance(S1Interval y)`	Return the Hausdorff distance to the given interval `y`.
`boolean`	S1Interval.`interiorContains(S1Interval y)`	Returns true if the interior of this interval contains the entire interval 'y'.
`boolean`	S1Interval.`interiorIntersects(S1Interval y)`	Returns true if the interior of this interval contains any point of the interval `y` (including its boundary).
`S1Interval`	S1Interval.`intersection(S1Interval y)`	Returns the smallest interval that contains the intersection of this interval with `y`.
`boolean`	S1Interval.`intersects(S1Interval y)`	Returns true if the two intervals contain any points in common.
`static boolean`	S2LatLngRectBase.`intersectsLatEdge(S2Point a, S2Point b, double lat, S1Interval lng)`	Returns true if the edge AB intersects the given edge of constant latitude.
`S1Interval`	S1Interval.`union(S1Interval y)`	Returns the smallest interval that contains this interval and the interval `y`.

Constructors in com.google.common.geometry with parameters of type S1Interval
Constructor	Description
`Builder(R1Interval lat, S1Interval lng)`
`LongitudePruner(S1Interval interval, S2Point v0)`	'interval' is the longitude interval to be tested against, and 'v0' is the first vertex of edge chain.
`S1Interval(S1Interval interval)`	Copy constructor.
`S2LatLngRect(R1Interval lat, S1Interval lng)`	Constructs a rectangle from latitude and longitude intervals.