1) Rationalπ-Graded Modules
有理π-分次模
2) rational π-C~*-modules
有理π-C*-模
3) rational π-graded modules
分次有理模
1.
The authors prove one Theorem and two Lemmas in Hopf Algebra, which hold for rational π-graded modules, and exfend the properfies of the rafional π-graded modules.
证明了Hopf代数中的一个定理和两个引理对π-分次有理模也成立,推广了Hopf代数中有理模的性质。
4) π-grade algebra
π-分次代数
5) graded strongly π-regularity
分次强π正则性
1.
In this paper are discussed the property relations among R,A and T for graded strongly π-regularity, weakly graded direct finiteness and some graded ring properties in close relationship with graded J-radical.
对分次强π正则性、弱分次直有限性和与分次 J根密切相关的几个分次环性质 ,讨论了 T与 R,A之间的性质关系 。
6) infinite generated graded modul
有限生成分次模
补充资料：有理
1.有道理。
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