Pages that link to "Item:Q5133878"

The following pages link to When is the idealization R⋉M an 𝒜-ring? (Q5133878):

Displaying 14 items.

• Zassenhaus rings as idealizations of modules (Q412491) (← links)
• When is an N-ring Noetherian? (Q1065877) (← links)
• When is \(C(X)/P\) a valuation ring for every prime ideal \(P\)? (Q1203833) (← links)
• When is a subspace of \(\mathcal B(\mathcal H)\) ideal? (Q1864534) (← links)
• When is a Specht ideal Cohen-Macaulay? (Q2074410) (← links)
• When is \(\mathfrak{m}:\mathfrak{m}\) an almost Gorenstein ring? (Q2685152) (← links)
• When is $R \ltimes I$ an almost Gorenstein local ring? (Q3132776) (← links)
• When a unital F-algebra has all maximal left (right) ideals closed? (Q3414803) (← links)
• (Q4222177) (← links)
• On the vanishing of annihilators of modules (Q4959896) (← links)
• Countably McCoy rings (Q5057398) (← links)
• (Q5084039) (← links)
• On Property (A) of rings and modules over an ideal (Q5854472) (← links)
• On property () of the amalgamated duplication of a ring along an ideal (Q5860742) (← links)