[PDF][PDF] ON -CLOSED IDEALS IN AMALGAMATED ALGEBRA
M Issoual, N Mahdou, MAS Moutuı - International Electronic Journal of … - dergipark.org.tr
Let R be a commutative ring with 1≠0 and let m and n be integers with 1≦n<m. A proper
ideal I of R iscalled an (m,n)-closed ideal of R if whenever a^m∈I forsome a∈R implies …
ideal I of R iscalled an (m,n)-closed ideal of R if whenever a^m∈I forsome a∈R implies …
ON (m, n)-CLOSED IDEALS IN AMALGAMATED ALGEBRA.
M Issoual, N Mahdou… - … Electronic Journal of …, 2021 - search.ebscohost.com
Let R be a commutative ring with 1≠ 0 and let m and n be integers with 1≤ n < m. A
proper ideal I of R is called an (m, n)-closed ideal of R if whenever a< sup> m∈ I for some …
proper ideal I of R is called an (m, n)-closed ideal of R if whenever a< sup> m∈ I for some …
[PDF][PDF] ON (m, n)-CLOSED IDEALS IN AMALGAMATED ALGEBRA
M Issoual, N Mahdou, MAS Moutui - International Electronic Journal of …, 2021 - ieja.net
Let R be a commutative ring with 1= 0 and let m and n be integers with 1≤ n< m. A proper
ideal I of R is called an (m, n)-closed ideal of R if whenever am∈ I for some a∈ R implies …
ideal I of R is called an (m, n)-closed ideal of R if whenever am∈ I for some a∈ R implies …
[引用][C] ON -CLOSED IDEALS IN AMALGAMATED ALGEBRA
M Issoual, N Mahdou, MAS Moutuı - International Electronic Journal of … - dergipark.org.tr
Let $ R $ be a commutative ring with $1\ne 0$ and let $ m $ and $ n $ be integers with
$1\leq n< m $. A proper ideal $ I $ of $ R $ is called an $(m, n) $-closed ideal of $ R $ if …
$1\leq n< m $. A proper ideal $ I $ of $ R $ is called an $(m, n) $-closed ideal of $ R $ if …
[PDF][PDF] ON (m, n)-CLOSED IDEALS IN AMALGAMATED ALGEBRA
M Issoual, N Mahdou… - … Electronic Journal of …, 2021 - pdfs.semanticscholar.org
Let R be a commutative ring with 1= 0 and let m and n be integers with 1≤ n< m. A proper
ideal I of R is called an (m, n)-closed ideal of R if whenever am∈ I for some a∈ R implies …
ideal I of R is called an (m, n)-closed ideal of R if whenever am∈ I for some a∈ R implies …
[PDF][PDF] ON (m, n)-CLOSED IDEALS IN AMALGAMATED ALGEBRA
M Issoual, N Mahdou, MAS Moutui - … Electronic Journal of …, 2021 - scholar.archive.org
Let R be a commutative ring with 1= 0 and let m and n be integers with 1≤ n< m. A proper
ideal I of R is called an (m, n)-closed ideal of R if whenever am∈ I for some a∈ R implies …
ideal I of R is called an (m, n)-closed ideal of R if whenever am∈ I for some a∈ R implies …
On (m; n)-closed ideals in amalgamated Algebra
M Issoual, N Mahdou, M Moutui - International Electronic Journal …, 2021 - ksascholar.dri.sa
Let R be a commutative ring with 1≠ 0 and let m and n be integers with 1≤ n< m. A proper
ideal I of R is called an (m; n)-closed ideal of R if whenever am 2 I for some a 2 R implies an …
ideal I of R is called an (m; n)-closed ideal of R if whenever am 2 I for some a 2 R implies an …
[PDF][PDF] ON (m, n)-CLOSED IDEALS IN AMALGAMATED ALGEBRA
M Issoual, N Mahdou, MAS Moutui - International Electronic Journal of …, 2021 - ieja.net
Let R be a commutative ring with 1= 0 and let m and n be integers with 1≤ n< m. A proper
ideal I of R is called an (m, n)-closed ideal of R if whenever am∈ I for some a∈ R implies …
ideal I of R is called an (m, n)-closed ideal of R if whenever am∈ I for some a∈ R implies …
[PDF][PDF] ON (m, n)-CLOSED IDEALS IN AMALGAMATED ALGEBRA
M Issoual, N Mahdou, MAS Moutui - … Electronic Journal of Algebra, 2021 - researchgate.net
Let R be a commutative ring with 1= 0 and let m and n be integers with 1≤ n< m. A proper
ideal I of R is called an (m, n)-closed ideal of R if whenever am∈ I for some a∈ R implies …
ideal I of R is called an (m, n)-closed ideal of R if whenever am∈ I for some a∈ R implies …
ON (M, N)-CLOSED IDEALS IN AMALGAMATED ALGEBRA
M Issoual, N Mahdou, MAS Moutui - ieja.net
Let R be a commutative ring with 1= 0 and let m and n be integers with 1≤ n< m. A proper
ideal I of R is called an (m, n)-closed ideal of R if whenever am∈ I for some a∈ R implies …
ideal I of R is called an (m, n)-closed ideal of R if whenever am∈ I for some a∈ R implies …