Endomorphism rings of ideals in a commutative regular ring

R Wiegand - Proceedings of the American Mathematical Society, 1969 - ams.org
Let A be a commutative regular ring, and let A* be the Boolean ring of idempotents in R. It is
well known that the mappings J<—►/= JC\R* and I>—> I= RI are reciprocal lattice …
被引用次数：13 相关文章

Endomorphism Rings of Ideals in a Commutative Regular Ring

R Wiegand - Proceedings of the American Mathematical Society, 1969 - JSTOR
Let R be a commutative regular ring, and let R* be the Boolean ring of idempotents in R. It is
well known that the mappings J1-4f= JCR* and i-47= RI are reciprocal lattice isomorphisms …
[PDF] archive.org

[PDF][PDF] ENDOMORPHISM RINGS OF IDEALS IN A COMMUTATIVE REGULAR RING

R WIEGAND - scholar.archive.org
Let A be a commutative regular ring, and let A* be the Boolean ring of idempotents in R. It is
well known that the mappings J<—►/= JC\R* and I>—> I= RI are reciprocal lattice …

ENDOMORPHISM RINGS OF IDEALS IN A COMMUTATIVE REGULAR RING

R WIEGAND - ams.org
Let A be a commutative regular ring, and let A* be the Boolean ring of idempotents in R. It is
well known that the mappings J<—►/= JC\R* and I>—> I= RI are reciprocal lattice …
[PDF] archive.org

[PDF][PDF] ENDOMORPHISM RINGS OF IDEALS IN A COMMUTATIVE REGULAR RING

R WIEGAND - scholar.archive.org
Let A be a commutative regular ring, and let A* be the Boolean ring of idempotents in R. It is
well known that the mappings J<—►/= JC\R* and I>—> I= RI are reciprocal lattice …