Is there a method to show that $\det(R) > 0$ with $R^{M\times M}$ as a submatrix of an orthogonal matrix $Q^{N\times N}$, with $QQ^T=I_N$, $M<N$.
I would be grateful for a helpful hint.
Is there a method to show that $\det(R) > 0$ with $R^{M\times M}$ as a submatrix of an orthogonal matrix $Q^{N\times N}$, with $QQ^T=I_N$, $M<N$.
I would be grateful for a helpful hint.
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