摘要
Let T= be a left Noetherian ring, and M a flat right S-module. It is provedthat max {LGD(R), LGD(S)} ≤LGD(T)≤1+max{LGD(S), 1+pd(sN)+LGD(R/MN)}.
Let T= be a left Noetherian ring, and M a flat right S-module. It is provedthat max {LGD(R), LGD(S)} ≤LGD(T)≤1+max{LGD(S), 1+pd(sN)+LGD(R/MN)}.
基金
the National Natural Science Foundation of China