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We define the nthn^{th}nth orthogonal group as O(n):={A∈Rn×n:A⊤A=I}O(n):=\{ A\in \mathbb{R}^{n\times n}:A^{\top}A=I \}O(n):={A∈Rn×n:A⊤A=I} i.e. the set of n×nn\times nn×n orthogonal matrices.
Special Orthogonal Group