Show that the Banach space \(\ell ^{p}\) with the usual norm is not a Hilbert space
when \(p \in [1, 2) \cup (2, \infty )\).
Question
Math 6210 • Real Analysis
Spring 2022 • Question 6
Question
Spring 2022 • Question 6
Show that the Banach space \(\ell ^{p}\) with the usual norm is not a Hilbert space
when \(p \in [1, 2) \cup (2, \infty )\).