The homogeneous matrix that represents this operation has ones across the diagonals and zeros elsewhere, except for the right-most column, where non-zero values are used.
The homogeneous matrix that represents this operation has ones across the diagonals and zeros elsewhere, except for the right-most column, where non-zero values are used. Two linearly independent instances of this operation define the wallpaper group, which preserves this kind of symmetry under bijective affine transformations. In the 3D special Euclidean group, this is the only operation with three degrees of freedom that preserves (*) orientation. The constants of integration that result from computing an anti-derivative model vertical instances of this operation. In physics, this geometrical operation is equivalent to displacement. For 10 points, name this geometrical transformation in which a figure is moved without changing size or shape.
The homogeneous matrix that represents this operation has ones across the diagonals and zeros elsewhere, except for the right-most column, where non-zero values are used.
translation [accept word forms such as translating or translates; prompt on transformation]