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Completely semisimple ring semigroups

J Hannah, JS Richardson… - Journal of the Australian …, 1980 - cambridge.org
Let R be a ring in which the multiplicative semigroup is completely semisimple. If R has the
maximum (respectively, minimum) condition on principal multiplicative ideals. then R is …
被引用次数：6 相关文章
[PDF] archive.org

[PDF][PDF] COMPLETELY SEMISIMPLE RING SEMIGROUPS

J HANNAH, JS RICHARDSON, J ZELEZNIKOW - scholar.archive.org
Let R be a ring in which the multiplicative semigroup is completely semisimplc. If R has the
maximum (respectively, minimum) condition on principal multiplicative ideals, then R is …
[PDF] researchgate.net

[PDF][PDF] COMPLETELY SEMISIMPLE RING SEMIGROUPS

J HANNAH, JS RICHARDSON, J ZELEZNIKOW - researchgate.net
Let R be a ring in which the multiplicative semigroup is completely semisimplc. If R has the
maximum (respectively, minimum) condition on principal multiplicative ideals, then R is …
[PDF] academia.edu

[PDF][PDF] COMPLETELY SEMISIMPLE RING SEMIGROUPS

J HANNAH, JS RICHARDSON, J ZELEZNIKOW - academia.edu
Let R be a ring in which the multiplicative semigroup is completely semisimplc. If R has the
maximum (respectively, minimum) condition on principal multiplicative ideals, then R is …

COMPLETELY SEMISIMPLE RING SEMIGROUPS

J HANNAH, JS RICHARDSON, J ZELEZNIKOW - cambridge.org
Let R be a ring in which the multiplicative semigroup is completely semisimplc. If R has the
maximum (respectively, minimum) condition on principal multiplicative ideals, then R is …
[PDF] academia.edu

[PDF][PDF] COMPLETELY SEMISIMPLE RING SEMIGROUPS

J HANNAH, JS RICHARDSON, J ZELEZNIKOW - academia.edu
Let R be a ring in which the multiplicative semigroup is completely semisimplc. If R has the
maximum (respectively, minimum) condition on principal multiplicative ideals, then R is …