[PDF][PDF] On strongly Gorenstein hereditary rings

K Hu, H Kim, F Wang, L Xu, D Zhou - Bulletin of the Korean …, 2019 - researchgate.net
In this note, we mainly discuss strongly Gorenstein hereditary rings. We prove that for any
ring, the class of SG-projective modules and the class of G-projective modules coincide if …

On strongly Gorenstein hereditary rings

K Hu, H Kim, F Wang, L Xu, D Zhou - Bulletin of the Korean …, 2019 - bkms.kms.or.kr
In this note, we mainly discuss strongly Gorenstein hereditary rings. We prove that for any
ring, the class of $ SG $-projective modules and the class of $ G $-projective modules …

On strongly Gorenstein hereditary rings

K Hu, F Wang, L Xu, DC Zhou - 대한수학회보, 2019 - kiss.kstudy.com
In this note, we mainly discuss strongly Gorenstein hereditary rings. We prove that for any
ring, the class of $ SG $-projective modules and the class of $ G $-projective modules …

On strongly Gorenstein hereditary rings

K Hu, F Wang, L Xu, DC Zhou - 대한수학회보, 2019 - dbpia.co.kr
In this note, we mainly discuss strongly Gorenstein hereditary rings. We prove that for any
ring, the class of $ SG $-projective modules and the class of $ G $-projective modules …

ON STRONGLY GORENSTEIN HEREDITARY RINGS

K Hu, H Kim, F Wang, L Xu, D Zhou - Bulletin of the Korean …, 2019 - koreascience.kr
In this note, we mainly discuss strongly Gorenstein hereditary rings. We prove that for any
ring, the class of SG-projective modules and the class of G-projective modules coincide if …

On strongly Gorenstein hereditary rings

K Hu, H Kim, F Wang, L Xu, D Zhou - Bulletin of the Korean …, 2019 - bkms.kms.or.kr
In this note, we mainly discuss strongly Gorenstein hereditary rings. We prove that for any
ring, the class of $ SG $-projective modules and the class of $ G $-projective modules …