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We analyze a detailed picture of the algebraic struc-ture ofC-algebras generated by isometric representations of thenon-amenable semigroup P = f0;2;3;:;n;: g.
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참고문헌 (7)
참고문헌 신청
/ / \ref \key 1 \by L. A. Coburn \paper The $C^*$-algebra generatedby an isometry 73
/ / \ref \key 4 \by R. G. Douglas \paper On the $C^*$-algebra of aone-parameter semigroup of isometries \jour Acta Math.\vol 128 \yr1972 \pages no. 3-4 : 143 ~
/ / \ref \key 7 \by P. S. Muhly \paper A structure theory forisometric representations of a class of semigroups \jour J. ReineAngew. Math. \vol 255 \yr 1972 \pages 135--154\e
/ 1996 / Semigroup crossed products and the Toeplitz algebras of nonabelian groups 139 (2) : 415 ~ 440
/ 1998 / The algebraic structure of non-commutative 311 (2) : 275 ~ 303
/ / \ref \key 4 \by R. G. Douglas \paper On the $C^*$-algebra of aone-parameter semigroup of isometries \jour Acta Math.\vol 128 \yr1972 \pages no. 3-4 : 143 ~
/ / \ref \key 7 \by P. S. Muhly \paper A structure theory forisometric representations of a class of semigroups \jour J. ReineAngew. Math. \vol 255 \yr 1972 \pages 135--154\e
/ 1996 / Semigroup crossed products and the Toeplitz algebras of nonabelian groups 139 (2) : 415 ~ 440
/ 1998 / The algebraic structure of non-commutative 311 (2) : 275 ~ 303
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