2 problems

The Margulis-type regular subalgebra conjecture for II $_1$ factors
Let $M$ be a separable II $_1$ factor, and let $P\subset M$ be a regular von Neumann subalgebra, meaning that the normalizer of $P$ in $M$ generates $M$ . Margulis-type conjecture. T…
openFrom papersii1-factors operator-algebras von-neumann-algebras
0 responses
5
The reduced-product rigidity conjecture for II $_1$ -factors
Assume $\mathrm{OCA}_\infty+\mathrm{MA}_{\aleph_1}$ . Let $(M_i)$ and $(N_i)$ be sequences of separably representable type II $_1$ factors, and let $\bigoplus_\tau M_i$ be the ideal…
openFrom papersforcing-axioms ii1-factors von-neumann-algebras
0 responses
6

The Margulis-type regular subalgebra conjecture for II1_11​ factors