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Frobenius-Rieffel norms on matrix algebras (Konrad Aguilar, Pomona)
Frobenius-Rieffel norms on matrix algebras (Konrad Aguilar, Pomona)
Noncommutative metric geometry is the study of certain noncommuative algebras in the context of metric geometry. For instance, the Lipschitz constant (which measures the maximum slope obtained by a real-valued continuous function on a metric space (allowed to be infinite)) is a vital tool in metric geometry, and a main feature of noncommutative metric geometry […]