论文标题
标准和Banach Quasi *-algebras的张量
Tensor products of normed and Banach quasi *-algebras
论文作者
论文摘要
Quasi * - 代数形成部分 * - 代数的基本类别，该类别是无界操作员的代数。在这项工作中，我们旨在构建分别具有标准的，Banach Quasi *-ergebras的张量产品，并研究其保留其张量因子的某些重要特性的能力，例如 * - 肌无多和完全可表示。
Quasi *-algebras form an essential class of partial *-algebras, which are algebras of unbounded operators. In this work, we aim to construct tensor products of normed, respectively Banach quasi *-algebras, and study their capacity to preserve some important properties of their tensor factors, like for instance, *-semisimplicity and full representability.
