HHomMat3D🔗
Name🔗
HHomMat3D — Represents a homogeneous 3D transformation matrix.
Constructors🔗
HomMat3dIdentity |
Generate the homogeneous transformation matrix of the identical 3D transformation. |
Methods🔗
AffineTransPoint3d |
Apply an arbitrary affine 3D transformation to points. |
DeserializeHomMat3d |
Deserialize a serialized homogeneous 3D transformation matrix. |
HomMat3dCompose |
Multiply two homogeneous 3D transformation matrices. |
HomMat3dDeterminant |
Compute the determinant of a homogeneous 3D transformation matrix. |
HomMat3dIdentity |
Generate the homogeneous transformation matrix of the identical 3D transformation. |
HomMat3dInvert |
Invert a homogeneous 3D transformation matrix. |
HomMat3dProject |
Project an affine 3D transformation matrix to a 2D projective transformation matrix. |
HomMat3dRotate |
Add a rotation to a homogeneous 3D transformation matrix. |
HomMat3dRotateLocal |
Add a rotation to a homogeneous 3D transformation matrix. |
HomMat3dScale |
Add a scaling to a homogeneous 3D transformation matrix. |
HomMat3dScaleLocal |
Add a scaling to a homogeneous 3D transformation matrix. |
HomMat3dToPose |
Convert a homogeneous transformation matrix into a 3D pose. |
HomMat3dTranslate |
Add a translation to a homogeneous 3D transformation matrix. |
HomMat3dTranslateLocal |
Add a translation to a homogeneous 3D transformation matrix. |
HomMat3dTranspose |
Transpose a homogeneous 3D transformation matrix. |
PointPlueckerLineToHomMat3d |
Approximate a 3D affine transformation from 3D point-to-line correspondences. |
ProjectHomPointHomMat3d |
Project a homogeneous 3D point using a 3×4 projection matrix. |
ProjectPointHomMat3d |
Project a 3D point using a 3×4 projection matrix. |
ProjectiveTransHomPoint3d |
Project a homogeneous 3D point using a projective transformation matrix. |
ProjectiveTransPoint3d |
Project a 3D point using a projective transformation matrix. |
SerializeHomMat3d |
Serialize a homogeneous 3D transformation matrix. |
VectorToHomMat3d |
Approximate a 3D transformation from point correspondences. |