3 problems

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The maximal abelian subalgebra conjecture for periodic elements in k-graph C*-algebras
Maximal abelian subalgebra conjecture. The subalgebra $M$ is a maximal abelian subalgebra of $C^*(\Lambda)$ .
Conjectureopenc-algebras k-graphs maximal-abelian-subalgebrasarXiv posted 2 days ago
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Semi-regular outlooks with failure of the regularity condition
Let $\Omega$ be a perennialization and let $\vn{P}$ be a semi-regular outlook, that is, a semi-regular maximal abelian sub-algebra in the setting of the paper. The notation…
Conjectureopenlinear-logic maximal-abelian-subalgebras operator-algebrasarXiv posted 2 days ago
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Semi-regular outlooks with regularity-preserving perennialization
Let $\Omega$ be a perennialization and let $\vn{P}$ be a semi-regular outlook, that is, a semi-regular maximal abelian sub-algebra in the setting of the paper. The notation…
Conjectureopenlinear-logic maximal-abelian-subalgebras operator-algebrasarXiv posted 2 days ago

The maximal abelian subalgebra conjecture for periodic elements in k-graph C*-algebras