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Titlebook: Combinatorial Set Theory of C*-algebras; Ilijas Farah Book 2019 Springer Nature Switzerland AG 2019 C*-algebras.Calkin algebra.combinatori

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Yi Wang,Qixin Chen,Chongqing Kangns. We prove the Kadison Transitivity Theorem and its generalization due to Glimm–Kadison. After studying pure states and equivalence relations on the space of pure states of a C.-algebra (unitary/spatial equivalence and conjugacy by an automorphism), we conclude with a study of the second dual of a C.-algebra.
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Anforderungen aus dem BSI Schutzprofilnd pure states of a C.-algebra. The maximal quantum filters are used to study extensions of pure states. The chapter concludes with a proof of the Kishiomoto–Ozawa–Sakai theorem on the homogeneity of the pure state space of separable C.-algebras.
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Examples and Constructions of ,-algebrasgebras and .-homomorphisms between them are classified by Bratteli diagrams. Universal C.-algebras given by generators and relations are studied in some detail. After a discussion of automorphisms of C.-algebras, we conclude with a section on C.-algebras of real rank zero.
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Representations of ,-algebrasns. We prove the Kadison Transitivity Theorem and its generalization due to Glimm–Kadison. After studying pure states and equivalence relations on the space of pure states of a C.-algebra (unitary/spatial equivalence and conjugacy by an automorphism), we conclude with a study of the second dual of a C.-algebra.
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Tracial States and Representations of ,-algebras. We give basic norm estimates for the elements of a group algebra and present basics of Powers groups and criteria for simplicity of reduced group C.-algebras. The chapter concludes with a study of normalizers of diffuse masas.
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