| Cyclic amenability of trivial bi-amalgamated Banach algebra |
| کد مقاله : 1029-SHAA |
| نویسندگان |
|
مریم احسنی فیض آبادی *1، محمد رمضان پور2 1گروه آموزشی ریاضی- دانشکده علوم پایه دانشگاه دامغان- شهر دامغان استان سمنان 2گروه آموزشی ریاضی-دانشکده علوم پایه دانشگاه دامغان-شهر دامغان استان سمنان |
| چکیده مقاله |
| Let A and X be two Banach algebras such that X is a Banach algebraic A-module. The bi-amalgamated Banach algebra A ⊠ X, was recently introduced and studied for some bounded bilinear mapping : X X ! A which is compatible with the module operations and the multiplication of X. In this note, we investigate the cyclic amenability of a trivial bi-amalgamated Banach algebra A X. Among other thing, we show that for approximately unital Morita context Banach algebra G :=[ A M N B ] cyclic amenability of G is equivalent to that of both Banach algebra A and B |
| کلیدواژه ها |
| bi-amalgamated Banach algebra, derivation, Cyclic amenability. |
| وضعیت: پذیرفته شده برای ارائه شفاهی |