Talk:Injective tensor product

There is the statement in section 3 (Properties): The ε-topology is always finer than the π-topology [...].

This statement is wrong as the π-topology is the finest topology making $$X\times Y \rightarrow X\otimes Y$$ continuous. Hence, the ε-topology cannot be finer (without being identical). See also http://www.math.uni-konstanz.de/~infusino/TVS-WS17-18/Lect15.pdf Proposition 4.2.15. — Preceding unsigned comment added by 188.104.160.195 (talk) 19:14, 12 November 2020 (UTC)