Kadison duality extends to compact regular partially convex sets, which are categorically dual to free order unit modules over commutative C*-algebras with Archimedean order unit structure.
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Kadison duality for partially convex sets
Kadison duality extends to compact regular partially convex sets, which are categorically dual to free order unit modules over commutative C*-algebras with Archimedean order unit structure.