Resumen de The approximation property of order p in locally convex spaces
We define the approximation property and the local approximation property of order $p>1$ of a locally convex space. We prove that, if $E=\underrightarrow\lim E_n$ is a regular inductive limit of Frechet spaces $E_n$ with the approximation property of order $p>1$, then $E$ has this property.
