This is rather a simple question.
I know that if I have a $n\times n$ matrix and I have $n$ circles, all disjoint with each other, then that matrix is diagonalizable.
So, why is that true?
This is rather a simple question.
I know that if I have a $n\times n$ matrix and I have $n$ circles, all disjoint with each other, then that matrix is diagonalizable.
So, why is that true?
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