Uses of Class
com.google.common.geometry.BigPoint

Uses of BigPoint in com.google.common.geometry

Methods in com.google.common.geometry that return BigPoint

Modifier and Type	Method	Description
private static BigPoint	S2Predicates.big(S2Point p)	Returns a BigDecimal-based representation of 'p'.
(package private) BigPoint	BigPoint.crossProd(BigPoint that)	Returns the vector cross product of 'this' with 'that'.

Methods in com.google.common.geometry with parameters of type BigPoint

Modifier and Type	Method	Description
int	BigPoint.compareTo(BigPoint p)
(package private) BigPoint	BigPoint.crossProd(BigPoint that)	Returns the vector cross product of 'this' with 'that'.
(package private) BigDecimal	BigPoint.dotProd(BigPoint that)	Returns the vector dot product of 'this' with 'that'.
static int	S2Predicates.CompareDistance.exact(BigPoint x, BigPoint y, BigDecimal r2)	Returns a BigDecimal-based test result, which is exact for all inputs but very slow.
static int	S2Predicates.CompareDistances.exact(BigPoint x, BigPoint a, BigPoint b)	Returns a BigDecimal-based test result, which is slow but handle all input.
static int	S2Predicates.CompareEdgeDirections.exact(BigPoint a, BigPoint b, BigPoint c, BigPoint d)	Returns a BigDecimal-based test result.
static int	S2Predicates.EdgeCircumcenterSign.exact(BigPoint p, BigPoint q, BigPoint a, BigPoint b, BigPoint c, int abc)	Returns a BigDecimal-based test result.
static S2Predicates.Excluded	S2Predicates.VoronoiSiteExclusion.exact(BigPoint a, BigPoint b, BigPoint p, BigPoint q, BigDecimal r2)	A site exclusion test using BigDecimal arithmetic.
(package private) static int	S2Predicates.CompareEdgeDistance.exactLineInterior(BigPoint x, BigPoint a, BigPoint b, BigDecimal r2)	Returns a BigDecimal-based test assuming the projection of "x" is between A and B.
(package private) boolean	BigPoint.isAntipodal(BigPoint p)	Returns true iff this and 'p' are exactly anti-parallel, antipodal points.
(package private) boolean	BigPoint.isLinearlyDependent(BigPoint p)	Returns true iff this and 'p' are exactly parallel or anti-parallel.
static int	S2Predicates.Sign.sos(BigPoint a, BigPoint b, BigPoint c, BigPoint bc)	Returns the sign of the determinant of three column vectors A, B, C under a model where every possible S2Point is slightly perturbed by a unique infinitesimal amount such that no three perturbed points are collinear and no four points are coplanar.