Every square matrix is similar to a diagonal matrix. pls jutify
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Step-by-step explanation:
Over the field of real or complex numbers, more is true. The spectral theorem says that every normal matrix is unitarily similar to a diagonal matrix (if AA∗ = A∗A then there exists a unitary matrix U such that UAU∗ is diagonal)
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over the field of real or complex numbers,more is true.The spectral theorem says that every normal matrix is unitarily similar to a diagonal matrix
if AA* = A*A then there exists a unitary matrix U such that UAU* is diagonal.
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