Concept特殊正交群 / Special Orthogonal Group
SO(n)
The special orthogonal group in n dimensions, namely the set of rotation matrices with determinant +1. Composition of rotations is non-commutative, making the group suitable for modeling periodic or cyclic structures.
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Oct 14
SO(n) refers to the n-dimensional special orthogonal group, i.e., the set of rotation matrices with determinant +1; composition of rotations does not satisfy the commutative law.
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