Titlebook: Quantum Isometry Groups; Debashish Goswami,Jyotishman Bhowmick Book 2016 Springer (India) Pvt. Ltd 2016 Compact Quantum Group.Equivariant

裂口

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arthroscopy

Quantum Isometry Groups of Classical and Quantum Spheres,continuous functions on their classical isometry groups. The rest of the chapter is devoted to the computation of the quantum group of orientation preserving isometries for two different families of spectral triples on the Podles’ spheres, one constructed by Dabrowski et al and the other by Chakraborty and Pal.

深渊

Quantum Isometry Groups of Discrete Quantum Spaces,ry groups in our sense. Next, we prove that the quantum group of orientation preserving isometries of a spectral triple on some approximately finite dimensional . algebras arise as the inductive limit of the quantum group of orientation preserving isometries of suitable spectral triples on the constituent finite dimensional algebras.

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