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Every character is automatically continuous from A to C, since the kernel of a character is a maximal ideal, which is closed.
Moreover, the norm ( i. e., operator norm ) of a character is one.
Equipped with the topology of pointwise convergence on A ( i. e., the topology induced by the weak -* topology of A < sup >∗</ sup >), the character space, Δ ( A ), is a Hausdorff compact space.

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