2 problems

Let $X$ be an $r$-convex and $s$-concave Banach function space over $\mega$ and suppose $\mathcal{E}$ has the $A_1$ self-improvement property. The conjecture. The following conditi…

Let $X$ be an $r$-convex and $s$-concave quasi-Banach function space over $\mega$ and suppose that $\mathcal{E}$ has the $A_1$ self-improvement property. Suppose that … is bounded.…