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- W2472346646 abstract "Let A be a separable C*-algebra and G1 and G2 be two locally compact groups. We consider two C*-dynamical systems (A, G1, ) and (A, G2, ) with two states f and g which are stationary for the group morphisms and respectively. Let Hf and Hg be the associated Hilbert spaces and L1(G1, A; ) and L1(G2, A; ) be the involutive group algebras. For every element u in H f H g, we obtain a positive form on the projective tensor product of L1(G1, A; ) and L1(G2, A; ). Again, for two specific left ideals N1j and N2 j of L1(G1, A; ) and L1(G2, A; ) respectively, we show that (N1j N2j)+(N1j* N2j*) is contained in ker ." @default.
- W2472346646 created "2016-07-22" @default.
- W2472346646 creator A5061402101 @default.
- W2472346646 date "2011-01-01" @default.
- W2472346646 modified "2023-09-27" @default.
- W2472346646 title "SOME ASPECTS ON REPRESENTATION THEORY OF INVOLUTIVE GROUP ALGEBRAS" @default.
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