Uses of Class org.pathvisio.libgpml.util.LinAlg.Point

Packages that use LinAlg.Point
Package	Description
org.pathvisio.libgpml.util	Utility classes

Uses of LinAlg.Point in org.pathvisio.libgpml.util

Methods in org.pathvisio.libgpml.util that return LinAlg.Point
Modifier and Type	Method	Description
`LinAlg.Point`	LinAlg.Point.`add(LinAlg.Point p)`
`LinAlg.Point`	LinAlg.Point.`clone()`
`LinAlg.Point`	LinAlg.Point.`multiply(double d)`
`LinAlg.Point`	LinAlg.Point.`norm()`
`static LinAlg.Point`	LinAlg.`project(LinAlg.Point p1, LinAlg.Point p2)`	Projection of p1 on p2: p1.p2 ----- .
`static LinAlg.Point`	LinAlg.`project(LinAlg.Point p, LinAlg.Point q, LinAlg.Point v)`	Projection of point q on a line through p with direction vector v If p is 0,0, it's the same as the two-argument function with the same name.
`static LinAlg.Point`	LinAlg.`rotate(LinAlg.Point p, double angle)`
`LinAlg.Point`	LinAlg.Point.`subtract(LinAlg.Point p)`

Methods in org.pathvisio.libgpml.util with parameters of type LinAlg.Point
Modifier and Type	Method	Description
`LinAlg.Point`	LinAlg.Point.`add(LinAlg.Point p)`
`static double`	LinAlg.`angle(LinAlg.Point p1, LinAlg.Point p2)`	Determines angle between two vectors defined by p1 and p2 Both vectors start at 0.0
`static double`	LinAlg.`direction(LinAlg.Point p1, LinAlg.Point p2)`	negative: ccw positive: cw
`static double`	LinAlg.`distance(LinAlg.Point p1, LinAlg.Point p2)`
`private static double`	LinAlg.`dot(LinAlg.Point v1, LinAlg.Point v2)`
`static LinAlg.Point`	LinAlg.`project(LinAlg.Point p1, LinAlg.Point p2)`	Projection of p1 on p2: p1.p2 ----- .
`static LinAlg.Point`	LinAlg.`project(LinAlg.Point p, LinAlg.Point q, LinAlg.Point v)`	Projection of point q on a line through p with direction vector v If p is 0,0, it's the same as the two-argument function with the same name.
`static LinAlg.Point`	LinAlg.`rotate(LinAlg.Point p, double angle)`
`LinAlg.Point`	LinAlg.Point.`subtract(LinAlg.Point p)`
`static double`	LinAlg.`toLineCoordinates(LinAlg.Point start, LinAlg.Point end, LinAlg.Point p)`	Convert a 2-D point to 1-D line coordinates (relative position on the line, range {0,1})