The number of intermediate rings in FIP extension of integral domains
M Ben Nasr, A Jaballah - Journal of Algebra and Its Applications, 2020 - World Scientific
Let R⊆ S be an extension of integral domains with only finitely many intermediate rings,
where R is not a field and S is not necessarily the quotient field of R or R is not necessarily …
where R is not a field and S is not necessarily the quotient field of R or R is not necessarily …
Pairs of rings invariant under group action
N Zeidi - Beiträge zur Algebra und Geometrie/Contributions to …, 2020 - Springer
Abstract Let R ⊆ SR⊆ S be a ring extension and PP be a ring-theoretic property. The pair
(R, S) is said to be a P P-pair if, T satisfies PP for each intermediate ring R ⊆ T ⊆ SR⊆ T⊆ …
(R, S) is said to be a P P-pair if, T satisfies PP for each intermediate ring R ⊆ T ⊆ SR⊆ T⊆ …
[PDF][PDF] CURRICULAM VITAE
N Indian - 2001 - academics.bujhansi.ac.in
CURRICULAM- VITAE Page 1 1 CURRICULAM- VITAE Name DR. SANDEEP ARYA Present
Position: Assistant Professor and Head Institute of Environment and Development Studies …
Position: Assistant Professor and Head Institute of Environment and Development Studies …