论文标题
有限半群表示的压实
Compactification of bounded semigroup representations
论文作者
论文摘要
给定的研究使用了这些方法来识别Semigroups $ s \ subset l（x）的压缩，该方法位于空间$ l（x）中。$从某种意义上说，此方法在某种意义上概括了Deleeuw-glicksberg理论到更大类别的功能。该方法为几个几乎周期性的几个概念提供了一种抽象的方法，这些方法主要涉及右半植物学半群\ cite {ruppertlnm}和伴随理论。此外，给定的设置已完善了有限的$ C_0- $ Semigroups的情况。
The given study uses the methods to identify compactifications of semigroups $S\subset L(X),$ which reside in the space $L(X).$ This method generalizes in some sense the deLeeuw-Glicksberg-Theory to a greater class of functions. The approach provides an abstract approach to several notions of almost periodicity, which mainly involving right semitopological semigroups \cite{RuppertLNM}, and the adjoint theory. Moreover, the given setting is refined to the case of bounded $C_0-$semigroups.
