Definition 16.1.2 (Weak Topology).label Let $K \in \RC$ and $\dpn{E, F}{\lambda}$ be a duality over $K$, then the weak topology generated by $F$, denoted $\sigma(E, F)$, is the weak topology of the duality on $E$.
Definition 16.1.2 (Weak Topology).label Let $K \in \RC$ and $\dpn{E, F}{\lambda}$ be a duality over $K$, then the weak topology generated by $F$, denoted $\sigma(E, F)$, is the weak topology of the duality on $E$.