Tri Nguyen

Vietnam

May
20
comment $\mathrm{Hom}(R/I, R/J\otimes M)\cong ?$
Thank you very much.
May
20
accepted $\mathrm{Hom}(R/I, R/J\otimes M)\cong ?$
May
19
asked $\mathrm{Hom}(R/I, R/J\otimes M)\cong ?$
Apr
11
revised On Krull dimension of $M/(0 :_{M} \mathfrak{m}^t)$ module
edited title
Apr
11
asked On Krull dimension of $M/(0 :_{M} \mathfrak{m}^t)$ module
Sep
4
awarded Scholar
Sep
4
accepted Question about derived functors
Sep
4
asked Question about derived functors
Sep
4
awarded Supporter
Aug
2
awarded Student
Aug
2
awarded Editor
Aug
2
revised Is the support of an Artinian module finite?
added 12 characters in body
Aug
2
asked Is the support of an Artinian module finite?