Argue that 2 x 2 matrices of rank 1 is a manifold. Denote this space by...
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Argue that 2 x 2 matrices of rank 1 is a manifold. Denote this space by M₁(2, 2), i.e. we consider M₁(2, 2) to be a subspace of M2,2 (R) = = R4. Argue that 2 x 2 matrices of rank 1 is a manifold. Denote this space by M₁(2, 2), i.e. we consider M₁(2, 2) to be a subspace of M2,2 (R) = = R4.
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The space of 2x2 matrices of rank 1 denoted as M22 can indeed be considered as a manifold In this ca... View the full answer
Related Book For
Quantitative Methods for Business
ISBN: 978-0840062345
12th edition
Authors: David Anderson, Dennis Sweeney, Thomas Williams, Jeffrey Cam
Posted Date:
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