3 problems

The left-ideal lower-bound conjecture for $S^{p}$ dimension
The left-ideal lower-bound conjecture. For the action of $\Gamma$ by left multiplication,
openFrom papersnoncommutative-lp operator-algebras sofic-groups
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4
Fourier lower-bound conjecture for sofic $l^{p}$ dimension
The Fourier lower-bound conjecture.
openFrom papersfourier-analysis noncommutative-lp sofic-groups
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3
The $S^{p}$ -dimension conjecture for noncommutative $L^{p}$ spaces
Let $\Gamma$ be an $\mathcal{R}^{\omega}$ -embeddable group, fix $2<p<\infty$ , and consider the multiplication action of $\Gamma$ on $L^{p}(L(\Gamma),\tau_{\Gamma})^{\oplus n}$ . Let…
openFrom papersnoncommutative-lp operator-algebras sofic-groups
0 responses
4

The left-ideal lower-bound conjecture for SpS^{p}Sp dimension