In this dissertation, we study the structures and Clifford levels of orthodox super wrpp semigroups.
本文主要研究纯整超wrpp半群的结构和Clifford层次，其主要思想是利用广义格林关系和根据广义正则半群的幂等元的集合来研究广义正则半群的结构。
we give a definition of eventually orthodox super-wrpp semigroup and discuss the structure of eventually orthodox super-wrpp semigroups.
本文共分三章，具体内容如下：第一章给出了毕竟纯整超wrpp半群的定义，并给出了这类半群的结构定理。
In this dissertation, we first define the superabundant cryptogroup and give its characterization; and then we characterize the eventually orthodox super rpp semigroup.
本文定义了超富足密群，并且给出超富足密群的结构定理，最后给出了毕竟纯整超rpp半群性质的等价刻画。
