论文标题
关于Hilbert Quasi *-algebras的张量产品及其具有代表性的属性
About tensor products of Hilbert quasi *-algebras and their representability properties
论文作者
论文摘要
本说明旨在研究两个给定希尔伯特准 *代数及其性质的张量。本说明中提出的构造再次是希尔伯特Quasi * - 代数，因此在\ cite {at}中研究的有趣的可说明性属性。此外，如果两个功能分别在两个Hilbert Quasi *-ergebras上分别表示且连续，那么它们的张量也是如此。
This note aims to investigate the tensor product of two given Hilbert quasi *-algebras and its properties. The construction proposed in this note turns out to be again a Hilbert quasi *-algebra, thus interesting representability properties studed in \cite{AT} are maintained. Furthermore, if two functionals are representable and continuous respectively on the two Hilbert quasi *-algebras, then so is their tensor product.
