Actions of semigroups on directed graphs
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David Pask; Iain Raeburn; Trent Yeend
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Article
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2001
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Elsevier Science
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English
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A free action of a group G on a row-รฟnite directed graph E induces an action \* on its Cuntz-Krieger C \* -algebra C \* (E), and a recent theorem of Kumjian and Pask says that the crossed product C \* (E) ร \* G is stably isomorphic to the C \* -algebra C \* (E=G) of the quotient graph. We prove an