| Tensor Product of Flow on C*-algebras |
| کد مقاله : 1040-SHAA |
| نویسندگان |
|
حامد مینائی آذری * دانشگاه فردوسی مشهد، دانشکده ریاضی و دانشگاه آزاد اسلامی واحد مشهد. |
| چکیده مقاله |
| Let $mathscr{A}$ and $mathscr{B}$ be $C^*$-algebras, and let $G, H$ be a locally compact topological groups. In this paper, we prove that if ${gamma_{t,s}}_{(t,s)in Gtimes H}$ is a flow on the tensor product $mathscr{A}otimesmathscr{B}$ endowed with a $C^*$-norm, then there are flows ${alpha_t}_{tin G}$ on $mathscr{A}$ and ${beta_s}_{sin H}$ on $mathscr{B}$ such that $gamma_{t,s}=alpha_totimesbeta_s$. In addition, some properties of flow are investigated. |
| کلیدواژه ها |
| Flow, Tensor product, $C^*$ algebras, Topological group |
| وضعیت: پذیرفته شده برای ارائه شفاهی |