-Extension of rings and invariance properties of ring extension under group action
Let R, T be commutative rings with identity such that R⊆ T. A ring extension R⊆ T is called a
Δ-extension of rings if R 1+ R 2 is a subring of T for each pair of subrings R 1, R 2 of T …
Δ-extension of rings if R 1+ R 2 is a subring of T for each pair of subrings R 1, R 2 of T …
Δ-Extension of rings and invariance properties of ring extension under group action.
R Kumar, A Gaur - Journal of Algebra & Its Applications, 2018 - search.ebscohost.com
Let R, T be commutative rings with identity such that R⊆ T. A ring extension R⊆ T is called a
Δ-extension of rings if R 1+ R 2 is a subring of T for each pair of subrings R 1, R 2 of T …
Δ-extension of rings if R 1+ R 2 is a subring of T for each pair of subrings R 1, R 2 of T …
Δ-Extension of rings and invariance properties of ring extension under group action
R Kumar - 2018 - dspace.bits-pilani.ac.in
Let R, T be commutative rings with identity such that R⊆ T. A ring extension R⊆ T is called a
Δ-extension of rings if R1+ R2 is a subring of T for each pair of subrings R1, R2 of T …
Δ-extension of rings if R1+ R2 is a subring of T for each pair of subrings R1, R2 of T …