TY  - GEN 
AU  - García, Josefa M.
AU  - Jara Martínez, Pascual
AU  - Santos, Evangellina
PY  - 2023
UR  - https://hdl.handle.net/10481/99809
AB  - The direct sum decomposition of a module M in a direct sum $M=M_1\oplus{M_2}$ does not produce, in general, a decomposition of the lattice $L(M)$ of all submodules of $M$ in a direct product of lattices $L(M)=L(M_1)\times{L(M_2)}$. When this happens...
LA  - eng
PB  - Journal of Commutative Algebra
KW  - Grothendieck category
KW  - lattice
KW  - lattice decomposition
KW  - module
KW  - Ring
TI  - Lattice decomposition of modules over commutative rings
DO  - 10.1216/jca.2023.15.497
ER  -