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- W126879678 abstract "Let M be a connected, compact metric space with dimM 6 2p 1 (p > 2 is a prime) and let be a homeomorphism of M to itself with pe- riod p. Suppose that dimM 6 2, H 2 (M ,Z) = 0 and that 2p 1 L j=0 H j (M/, Z) is finitely generated and torsion-free; H 0 (M ,Z) is finitely generated. If is regular and H 2j+1 (M/, Z) = 0, 1 6 j 6 p 1 or is strongly regular and M is connected, then K0(C(M) ◊ Zp) = K 0 (M/ ) p 2 M j=0 H 0 (M ,Z)" @default.
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- W126879678 date "2001-01-01" @default.
- W126879678 modified "2023-09-27" @default.
- W126879678 title "THE K-GROUPS OF C(M)◊ Zp FOR CERTAIN PAIRS (M, )" @default.
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