Definition 30.1.1 (Matrix Algebra).label Let $n \in \natp$ and $M_{n}(\complex)$ be the set of all $n \times n$ matrices with entries in $\complex$, then $M_{n}(\complex)$ equipped with the operator norm is the matrix algebra over $\complex$.
Definition 30.1.1 (Matrix Algebra).label Let $n \in \natp$ and $M_{n}(\complex)$ be the set of all $n \times n$ matrices with entries in $\complex$, then $M_{n}(\complex)$ equipped with the operator norm is the matrix algebra over $\complex$.
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