$\epsilon_k$-Productos tensoriales y límites inductivos
Article Sidebar
Main Article Content
We give a representation of the completed tensor product $E\;\hat\otimes_{\epsilon_k}\;F$ under certain hypothesis and we obtain a sufficient condition for the topological isomorphism $E\;\hat\otimes_{\epsilon_k}\; (\underrightarrow\lim F_n)\simeq\underrightarrow\lim (E\;\hat\otimes_{\epsilon_k}\; F_n)$.
Article Details
Com citar
López Molina, Juan A. “$\epsilon_k$-Productos tensoriales y límites inductivos”. Collectanea Mathematica, vol.VOL 36, no. 3, pp. 263-78, https://raco.cat/index.php/CollectaneaMathematica/article/view/57080.
Articles més llegits del mateix autor/a
- Juan Carlos Díaz Alcaide, Juan A. López Molina, Ma. José Rivera Ortún, The approximation property of order $(p,q)$ in Banach spaces , Collectanea Mathematica: 1990: Vol.: 41 Núm.: 3
- Juan A. López Molina, The approximation property of order $p$ in locally convex spaces , Collectanea Mathematica: 1986: Vol.: 37 Núm.: 2
- Juan A. López Molina, Manuel López Pellicer, Sobre la existencia de las topologías Tf regulares , Collectanea Mathematica: 1978: Vol.: 29 Núm.: 2
- Juan A. López Molina, Reflexivity of projective tensor products of echelon and coechelon Köthe spaces , Collectanea Mathematica: 1982: Vol.: 33 Núm.: 3
- Juan A. López Molina, The dual and bidual of an echelon Köthe space , Collectanea Mathematica: 1980: Vol.: 31 Núm.: 2