1) graded reject
分次余迹
1.
In this paper graded traces, graded rejects and smash products of graded modules are defined on the group graded module categories.
在群分次环的分次模范畴上定义了分次迹、分次余迹和分次模的ＳｍａｓｈＰｒｏｄｕｃｔ，证明了关于迹与余迹的许多结论对分次迹与分次余迹仍成立。
2) graded trace
分次迹
1.
In this paper graded traces, graded rejects and smash products of graded modules are defined on the group graded module categories.
在群分次环的分次模范畴上定义了分次迹、分次余迹和分次模的ＳｍａｓｈＰｒｏｄｕｃｔ，证明了关于迹与余迹的许多结论对分次迹与分次余迹仍成立。
3) Cradable(co)module
分次(余)模
4) group-cograded
群余分次
1.
π-quasitriangular group-cograded multiplier Hopf algebras
π-拟三角群余分次乘子Hopf代数(英文)
5) graded coalgebra
分次余代数
1.
In this text,let C be graded coalgebra,the author discusses that D is the graded subcoalgebra of C if only if that D~┴ is the graded ideal of R;D is the graded subcoideal of C if only if that D~┴ is the graded subcoalgebra of R;D is the graded right(left) coideal of C if only if that ~┴ is the graded right(left) ieal of R.
设C是分次余代数,讨论D是C的分次子余代数的充要条件是D的垂直正交补D┴是R的分次理想;D是C的分次余理想的充要条件是D的垂直正交补D┴是R的分次子代数;D是C的分次右(左)余理想的充要条件是D的垂直正交补D┴是R的分次右(左)理想。
6) graded coideal
分次余理想
补充资料：余迹
1.见"余迹"。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条