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Crossed Products of the Free Group and Semigroup C -algebras by Flows

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Abstract

We study crossed products of the free group and semigroup C-algebras by actions of R, i.e., flows, and estimate and compute their stable rank.

참고문헌 (9)

  1. A, "Some simple C-algebras associated with free groups", pp.505~511 (1980), Indiana Univ
  2. B. Blackadar, "K-theory for Operator Algebras" (1998)
  3. K. J. Dykema, U. Haagerup & M. Rørdam, "The stable rank of some free productC-algebras", 90 (1997)
  4. Green, "The structure of imprimitivity algebras", pp.88~104 (1980)
  5. A. Kishimoto, "A Rohlin property for one-parameter automorphism groups", 179, pp.599~622 (1996)
  6. M. Nagisa, "Stable rank of some full group C-algebras of groups obtained by the freeproduct", 8(3), pp.375~382 (1997)
  7. G.K. Pedersen, "Pullback and pushout constructions in C-algebra theory", 167, pp.243~344 (1999)
  8. A, "Dimension and stable rank in the K-theory of C-algebras" (1983)
  9. Takai, "On a duality for crossed products of C-algebras", pp.25~39 (1975)

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