The following pages link to Uniformly graded-coherent rings (Q5023641):
Displaying 7 items.
- Every Noetherian uniformly coherent ring has dimension at most 2 (Q789449) (← links)
- Note to Goto's paper: ''Every noetherian uniformly coherent ring has dimension at most 2'' (Q790191) (← links)
- Gr-coherency of polynomial rings and \(G\)-graded rings (Q1964668) (← links)
- On graded coherent-like properties in trivial ring extensions (Q2162425) (← links)
- A Class of Band-Graded Rings (Q4024887) (← links)
- Commutative graded-$n$-coherent and graded valuation rings (Q5870803) (← links)
- Weakly uniformly graded-coherent rings (Q6630985) (← links)
