Pages that link to "Item:Q847154"

The following pages link to \(t\)-invertibility and Bazzoni-like statements (Q847154):

Displaying 29 items.

• The \(t\)-Nagata ring of \(t\)-Schreier domains (Q308334) (← links)
• Integral domains of finite \(t\)-character (Q405916) (← links)
• Characterizing domains of finite \(*\)-character (Q979073) (← links)
• On \(\star\)-potent domains and \(\star\)-homogeneous ideals (Q2089465) (← links)
• Putting \(t\)-invertibility to use (Q2752919) (← links)
• Integral Domains in which Every Nonzero<i>t</i>-Locally Principal Ideal is<i>t</i>-Invertible (Q2850827) (← links)
• Ten Problems on Stability of Domains (Q2949001) (← links)
• Open Problems in Commutative Ring Theory (Q2949011) (← links)
• (Q2970940) (← links)
• <i>t</i>-Schreier Domains (Q3015069) (← links)
• Integral Domains in Which Nonzero Locally Principal Ideals are Invertible (Q3015078) (← links)
• STAR-INVERTIBILITY AND t-FINITE CHARACTER IN INTEGRAL DOMAINS (Q3117898) (← links)
• Stability and Clifford Regularity with Respect to Star Operations (Q3145452) (← links)
• Revisiting the Bourgain-Tzafriri restricted invertibility theorem (Q3622654) (← links)
• (Q4343539) (← links)
• Graded Prüfer domains (Q4643666) (← links)
• Finite character, local stability property and local invertibility property (Q4682445) (← links)
• PRESENTATIONS AND MODULE BASES OF INTEGER-VALUED POLYNOMIAL RINGS (Q4904443) (← links)
• Graded Prüfer domains with Clifford homogeneous class semigroups (Q4959855) (← links)
• Invertibility of ideals in Prüfer extensions (Q4977703) (← links)
• ∗-Almost super-homogeneous ideals in ∗-h-local domains (Q5089426) (← links)
• A Bazzoni-Type Theorem for Multiplicative Lattices (Q5119694) (← links)
• A Survey on the Local Invertibility of Ideals in Commutative Rings (Q5119696) (← links)
• ES-<i>w</i>-stability (Q5153807) (← links)
• Bazzoni’s conjecture and almost Prüfer domains (Q5382975) (← links)
• <i>LPI</i>domains and Pullbacks (Q5412111) (← links)
• Two questions on domains in which locally principal ideals are invertible (Q5739082) (← links)
• Domains whose ideals meet a universal restriction (Q5879280) (← links)
• Almost Gorenstein Dedekind domains (Q6608219) (← links)