论文标题
在Banach Quasi *-ergebras的某些代表性和连续功能的应用中
On some applications of representable and continuous functionals of Banach quasi *-algebras
论文作者
论文摘要
该调查旨在突出显示在Banach Quasi *-ergebras框架中代表（和连续）功能的一些后果。特别是，我们查看 * - 肌化性和完全可表示的涉及可表示函数的概念之间的联系。然后，我们强调了它们在研究Hilbert Quasi *-Algebras的张量产物的 *衍生能力和代表性特性中的重要作用，这是一种特殊的Banach Quasi * - 代数。
This survey aims to highlight some of the consequences that representable (and continuous) functionals have in the framework of Banach quasi *-algebras. In particular, we look at the link between the notions of *-semisimplicity and full representability in which representable functionals are involved. Then, we emphasize their essential role in studying *-derivations and representability properties for the tensor product of Hilbert quasi *-algebras, a special class of Banach quasi *-algebras.
