弱左c半群的结构定理是此定理的特例。
The structure theorem of weakly left C-semigroups is also included as its special case.
以上(下)子格为工具建立广义连续格的诸结构定理。
Upper (lower) sublattices are used as a tool to establish structure theorems of generalized continuous lattices.
并运用双重半直积给出弱LR 好拟适当半群的结构定理。
Then we give a structure theorem of weak LR-good quasi-adequate semigroups by using the tool of dual semidirect product.
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