By diagonalizing the coordinate system using the eigenvector
Question and Solution
By diagonalizing the coordinate system using the eigenvector expansion (2.45), show that the volume contained within the
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By diagonalizing the coordinate system using the eigenvector expansion (2.45), show that the volume contained within the hyperellipsoid corresponding to a constant Mahalanobis distance ? is given by VD|?| 1/2?D (2.286) where VD is the volume of the unit sphere in D dimensions, and the Mahalanobis distance is defined by (2.44).
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