3 problems

Quantum KKL conjecture. There exists a universal constant $C>0$ such that for each $n\in\mathbb N$ and quantum Boolean function $T$,

Let $H$ be a Hilbert space, let $L_1(H)$ denote the trace-class operators on $H$, and let $L_{1,cinfty}(H)$ denote the weak-$L_1$ space of compact operators $T$ whose singular valu…

The crossed-product factorization conjecture. For any Orlicz function $\psi$,