Everything about Translation Geometry totally explained
In
Euclidean geometry, a
translation is moving every point a constant distance in a specified direction. It is one of the
rigid motions (other rigid motions include rotation and reflection). A translation can also be interpreted as the addition of a constant
vector to every point, or as shifting the
origin of the
coordinate system. A
translation operator is an
operator
Because addition of vectors is
commutative, multiplication of translation matrices is therefore also commutative (unlike multiplication of arbitrary matrices).
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