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Sven Raum, Amalgamated free product type III factors with at most one C artan subalgebra , Compos · 2014

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Operator Algebras of Universal Quantum Homomorphisms

math.OA · 2024-11-28 · accept · novelty 7.0

For finite-dimensional B, the universal quantum homomorphism algebra U(A,B) inherits LP, RFD, primitiveness, UCT, and K-theory from A, while for infinite-dimensional B a universal object exists only as a locally C*-algebra, and U(A,A) is a quantum semigroup.

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  • Operator Algebras of Universal Quantum Homomorphisms math.OA · 2024-11-28 · accept · none · ref 2

    For finite-dimensional B, the universal quantum homomorphism algebra U(A,B) inherits LP, RFD, primitiveness, UCT, and K-theory from A, while for infinite-dimensional B a universal object exists only as a locally C*-algebra, and U(A,A) is a quantum semigroup.