com.jme3.mathpackage provides mathematical data structures and utilities which are used by the rest of the engine.
Created by Nehon on 26/03/2017.
A Collidable with a triangular shape.
This class offers methods to help with curves and surfaces calculations.
Expose several Easing function from Robert Penner Created by Nehon on 26/03/2017.
An Ease function composed of 2 sb function for custom in and out easing
A calculator for the eigenvectors and eigenvalues of a Matrix3f.
LineSegment represents a segment in the space.
Created by Nehon on 23/04/2017.
A 3x3 matrix composed of 9 single-precision elements, used to represent linear transformations of 3-D coordinates, such as rotations, reflections, and scaling.
Used to efficiently represent rotations and orientations in 3-dimensional space, without risk of gimbal lock.
A 3-D coordinate transform composed of translation, rotation, and scaling.
A vector composed of 2 single-precision components, used to represent locations, offsets, directions, and rotations in 2-dimensional space.
A vector composed of 3 single-precision components, used to represent locations, offsets, and directions in 3-dimensional space.
Describe the relationship between a point and a plane.
com.jme3.mathpackage provides mathematical data structures and utilities which are used by the rest of the engine. The math package provides the following classes:
Vector2f- 2D general purpose vector
Vector3f- 3D general purpose vector
Vector4f- 4D general purpose vector
ColorRGBA- Floating-point RGB color with alpha
Quaternion- Specialized 4D data structure to represent rotation
Matrix3f- 3x3 matrix, usually used to represent rotation
Matrix4f- 4x4 matrix, used as an efficient transform representation
AbstractTriangle- Abstract triangle. Data to be provided by implementation
Triangle- Concrete implementation of AbstractTriangle with center and normal vectors
Line- Infinite 3D line
LineSegment- 3D line with start and end point
Plane- 3D plane
Ray- 3D ray
Rectangle- 3D rectangle
Ring- 3D ring
Spline- 3D curve defined by control points and a function