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The conjecture on finite-measure representations of subspaces of $L^p$ for $2<p<\infty$
Let $2<p<\infty$ , and let $X$ be a subspace of an $L^p$ space over an arbitrary non-negative measure such that $X\not\supseteq \ell^p(\omega_1)$ . The conjecture asserts that…
Conjectureopenbanach-spaces lp-spaces subspacesarXiv posted 2 days ago

The conjecture on finite-measure representations of subspaces of LpL^pLp for 2<p<∞2<p<\infty2<p<∞