Pages that link to "Item:Q2863672"

The following pages link to A Constructive Study About the Set of Intermediate Rings (Q2863672):

Displaying 14 items.

• The set of indeterminate rings of a normal pair as a partially ordered set (Q691654) (← links)
• On the commutative ring extensions with at most two non Prüfer intermediate rings (Q2029733) (← links)
• Counting intermediate rings in normal pairs (Q2427143) (← links)
• An algorithm for computing the number of intermediary rings in normal pairs (Q2456389) (← links)
• When is the set of intermediate rings a finite Boolean algebra (Q2920183) (← links)
• WHEN IS THE INTEGRAL CLOSURE COMPARABLE TO ALL INTERMEDIATE RINGS (Q2986565) (← links)
• A special chain theorem in the set of intermediate rings (Q4588377) (← links)
• Quasi-Prüfer Extensions of Rings (Q4639015) (← links)
• Pairs of domains where most of the intermediate domains are Prüfer (Q4998012) (← links)
• When is a fixed ring comparable to all overrings? (Q5062324) (← links)
• Boolean FIP ring extensions (Q5107019) (← links)
• The Set of Intermediate Rings as a Boolean Algebra (Q5249927) (← links)
• (Q5866400) (← links)
• Splitting ring extensions (Q6174570) (← links)