2 problems

Let $m$ be a positive integer, let $(r,p)\in(0,\infty)\times(1,\infty]$, and let $T:\ell_p^n\times\cdots\times\ell_p^n\to\mathbb{K}$ be a unimodular $m$-linear form, where $n$ is a…

Let $m,n$ be positive integers, let $pin[1, fty]$, and let $T:ellp^ntimescdotstimesellp^ntomathbb{K}$ be a unimodular $m$-linear form. The norm $|T|$ is its operator norm. **Optima…