摘要
本文给出分次环同构于Ｇ－可迁空间上分次线性变换完全环的充要条件并且讨论了分次一致本原环的结构．
We determine necessary and sufficient condition for a G- Sraded ring A to be isomorphic to G - graded linear transformations fully ring over G-transitive space. We also study structures uf gr-uniformly primitive rings.
