Numeric.Geometric.Predicates.Rational
- ccw :: Vector2 Rational -> Vector2 Rational -> Vector2 Rational -> Ordering
- incircle :: (Vector2 Rational, Vector2 Rational, Vector2 Rational) -> Vector2 Rational -> Ordering
- cintt :: Rational -> Rational -> Rational -> Bool
- isctp :: LineSegment (Vector2 Rational) -> LineSegment (Vector2 Rational) -> Vector2 Rational
Documentation
Arguments
| :: Vector2 Rational | |
| -> Vector2 Rational | |
| -> Vector2 Rational | |
| -> Ordering | LT=Right, GT=Left, EQ=Coincident |
Counter-clockwise orientation test. Classifies p3 in relation to the line formed by p1 and p2.
Arguments
| :: (Vector2 Rational, Vector2 Rational, Vector2 Rational) | 3 points on the circle, must be in counterclockwise order. |
| -> Vector2 Rational | Query point |
| -> Ordering | GT=inside, EQ=border, LT=outside |
Test the relation of a point to the circle formed by (p1..p3).
Test if Point is within the closed interval specified
isctp :: LineSegment (Vector2 Rational) -> LineSegment (Vector2 Rational) -> Vector2 RationalSource
Calculate the point of intersecton. Assumes the input lines are already known to be intersecting,