In mathematics and physics, the notion of orientation entanglement is sometimes used to develop intuition relating to the geometry of spinors or alternatively as a concrete realization of the failure of the special orthogonal groups to be simply connected. == Elementary description == Spatial vectors alone are not sufficient to describe the properties of rotations in space.
In mathematics and physics, the notion of orientation entanglement is sometimes used to develop intuition relating to the geometry of spinors or alternatively as a concrete realization of the failure of the special orthogonal groups to be simply connected. == Elementary description == Spatial vectors alone are not sufficient to describe the properties of rotations in space.
Source: Wikipedia "Orientation entanglement" · CC BY-SA 4.0
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