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- W1479682912 abstract "We prove in this paper that the periodic cyclic homology of the quantized algebras of functions on coadjoint orbits of connected and simply connected Lie group, are isomorphic to the periodic cyclic homology of the quantized algebras of functions on coadjoint orbits of compact maximal subgroups, without localization. Some noncompact quantum groups and algebras were constructed and their irreducible representations were classified in recent works of Do Ngoc Diep and Nguyen Viet Hai, and Do Duc Hanh by using deformation quantization. In this paper we compute their K-groups, periodic cyclic homology groups and their Chern characters." @default.
- W1479682912 created "2016-06-24" @default.
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- W1479682912 date "2001-09-06" @default.
- W1479682912 modified "2023-10-01" @default.
- W1479682912 title "K-Theory and peiodic cyclic homology of some noncompact quantum algebras" @default.
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