FP-injective objects in the category of N-complexes
B Lu - Indian Journal of Pure and Applied Mathematics, 2024 - Springer
We show that an N-complex of modules C is FP-injective if and only if C is N-exact and Z ni
(C) is an FP-injective module for each i= 1, 2,⋯, N and each n∈ Z by virtue of Gaussian …
(C) is an FP-injective module for each i= 1, 2,⋯, N and each n∈ Z by virtue of Gaussian …
FP-injective objects in the category of N-complexes
B Lu - Indian Journal of Pure and Applied Mathematics, 2024 - ideas.repec.org
We show that an N-complex of modules C is FP-injective if and only if C is N-exact and
$$\textrm {Z} _n^ i (C) $$ Z ni (C) is an FP-injective module for each $$ i= 1, 2,\cdots, N $$ i …
$$\textrm {Z} _n^ i (C) $$ Z ni (C) is an FP-injective module for each $$ i= 1, 2,\cdots, N $$ i …
FP-injective objects in the category of N-complexes
B Lu - Indian Journal of Pure and Applied Mathematics, 2024 - econpapers.repec.org
We show that an N-complex of modules C is FP-injective if and only if C is N-exact and
$$\textrm {Z} _n^ i (C) $$ Z ni (C) is an FP-injective module for each $$ i= 1, 2,\cdots, N $$ i …
$$\textrm {Z} _n^ i (C) $$ Z ni (C) is an FP-injective module for each $$ i= 1, 2,\cdots, N $$ i …