Corollary 5.21.5.label Let $I$ be a set and $E$ be a complete locally convex space over $K \in \RC$, then $c_{0}(I; K) \wh \otimes_{\eps} E \iso c_{0}(I; E)$.
Proof. By Theorem 5.21.4.$\square$
Corollary 5.21.5.label Let $I$ be a set and $E$ be a complete locally convex space over $K \in \RC$, then $c_{0}(I; K) \wh \otimes_{\eps} E \iso c_{0}(I; E)$.
Proof. By Theorem 5.21.4.$\square$
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