The minimal index of a connected inclusion of von Neumann algebras with finite-dimensional centers is the squared l2-norm of a matrix whose entries are square roots of subfactor minimal indices.
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Minimal index and dimension for inclusions of von Neumann algebras with finite-dimensional centers
The minimal index of a connected inclusion of von Neumann algebras with finite-dimensional centers is the squared l2-norm of a matrix whose entries are square roots of subfactor minimal indices.