Definition 6.6.1 (Small).label Let $(X, \fU)$ be a uniform space, $V \in \fU$, and $A \subset X$, then $A$ is $V$-small if $A \times A \subset V$.
Definition 6.6.1 (Small).label Let $(X, \fU)$ be a uniform space, $V \in \fU$, and $A \subset X$, then $A$ is $V$-small if $A \times A \subset V$.
Post a Comment