This condition completely characterizes $A_p$ when ......
The chapter concludes with a theorem which shows that the maximum property “almost” characterizes the class of holomorphic functions.
Most distribution spaces can be characterized through the action of appropriate convolution operators.
Our main results state in short that MEP characterizes type 2 spaces among reflexive Banach spaces.
More generally this argument also applies to characterizing Hurewicz subsets of $I$.
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