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Mint - Math interoperability standard types.
Defines basic math types useful for computer graphics. Designed to serve as an interoperability standard between libraries.
Structs
| ColumnMatrix2 | |
| ColumnMatrix3 | |
| ColumnMatrix4 | |
| ColumnMatrix3x2 | |
| ColumnMatrix4x3 | |
| EulerAngles |
Abstract set of Euler angles in 3D space. The basis of angles
is defined by the generic parameter |
| LeftQuaternion |
[ Deprecated ] Standard quaternion corresponding to a left-handed
rotation matrix. The exact association of the left-handed basis
that is encoded by this quaternion and a right-handed one
is presented by |
| Point2 | |
| Point3 | |
| Quaternion |
Standard quaternion represented by the scalar and vector parts. Useful for representing rotation in 3D space. Corresponds to a right-handed rotation matrix. |
| RowMatrix2 | |
| RowMatrix3 | |
| RowMatrix4 | |
| RowMatrix2x3 | |
| RowMatrix3x4 | |
| Vector2 | |
| Vector3 | |
| Vector4 |
Enums
| ExtraXYZ |
Extrinsic rotation around X, then Y, then Z axis. |
| ExtraZXZ |
Extrinsic rotation around Z, then X, then Z axis. |
| ExtraZYX |
Extrinsic rotation around Z, then Y, then X axis. |
| IntraXYZ |
Intrinsic rotation around X, then Y, then Z axis. |
| IntraZXZ |
Intrinsic rotation around Z, then X, then Z axis. |
| IntraZYX |
Intrinsic rotation around Z, then Y, then X axis. |
| MirrorX |
Basis handedness change by mirroring X axis: x',y',z' = -x,y,z |
| MirrorY |
Basis handedness change by mirroring Y axis: x',y',z' = x,-y,z |
| MirrorZ |
Basis handedness change by mirroring Z axis: x',y',z' = x,y,-z |
| SwapXY |
Basis handedness change by swapping X and Y axis: x',y',z' = y,x,z |
| SwapYZ |
Basis handedness change by swapping Y and Z axis: x',y',z' = x,z,y |
| SwapZX |
Basis handedness change by swapping Z and X axis: x',y',z' = z,y,x |