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- W2389984105 abstract "Let G be a second countable locally compact groupoid with Haar system {λu}, H be a closed subgroupoid containing Go with Haar system {λuH}. T.Masuda introduced the C*-Groupoid dynamic system (G, A, α) and its reduced crossed product Cr.d(G, A) in [2], where A is a C*-algebra, α is the homomorphism G→Aut(A). In this paper the author introduces the C*-groupoid dynamic systems (H, A, α|H) and (HG2, A, α) induced by (G, A, α) and proves that C~*red(H, A) and C~*red(HG2, A) are strongly Morita equivalent. Moreover the induced representation from C~*red(H, A) to C~*red(G, A) is got." @default.
- W2389984105 created "2016-06-24" @default.
- W2389984105 creator A5060103009 @default.
- W2389984105 date "1996-01-01" @default.
- W2389984105 modified "2023-09-22" @default.
- W2389984105 title "THE INDUCED REPRESENTATION OF C~*-GROUPOID DYNAMIC SYSTEMS" @default.
- W2389984105 hasPublicationYear "1996" @default.
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