lexicalization | eng: Euclidean symmetries |
subclass of | (noun) (mathematics) an attribute of a shape or relation; exact reflection of form on opposite sides of a dividing line or plane symmetricalness, correspondence, balance, symmetry |
has instance | e/Charts on SO(3) |
has instance | e/Conjugation of isometries in Euclidean space |
has instance | e/Conversion between quaternions and Euler angles |
has instance | e/Coordinate rotations and reflections |
has instance | e/Euclidean group |
has instance | e/Euclidean plane isometry |
has instance | e/Euler–Rodrigues parameters |
has instance | e/Fixed points of isometry groups in Euclidean space |
has instance | e/Frieze group |
has instance | e/Generalized Procrustes analysis |
has instance | e/Glide reflection |
has instance | e/Improper rotation |
has instance | e/Inversion in a point |
has instance | e/Inversive geometry |
has instance | e/List of planar symmetry groups |
has instance | e/Point groups in three dimensions |
has instance | e/Point groups in two dimensions |
has instance | e/Point reflection |
has instance | e/Procrustes analysis |
has instance | e/Reflection (general) |
has instance | e/Reflection symmetry |
has instance | e/Reflection through the origin |
has instance | e/Rotation (geometry) |
has instance | e/Rotation representations |
has instance | e/Translation (math) |
has instance | e/Yaw pitch and roll |
has instance | e/es/Ejercicios de traslacion ( geometrica) |