Pages that link to "Item:Q1775540"
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The following pages link to Finitistic dimension and tilting modules for stratified algebras. (Q1775540):
Displaying 18 items.
- Applications of stratifying systems to the finitistic dimension. (Q819802) (← links)
- Tilting categories with applications to stratifying systems. (Q852681) (← links)
- Iyama's finiteness theorem via strongly quasi-hereditary algebras. (Q964523) (← links)
- Borelic pairs for stratified algebras (Q1721939) (← links)
- Finitistic dimension of properly stratified algebras. (Q1881103) (← links)
- On the global and \(\nabla\)-filtration dimensions of quasi-hereditary algebras. (Q1886244) (← links)
- Dlab's theorem and tilting modules for stratified algebras. (Q2456193) (← links)
- Some homological properties of category \(\mathcal{O}\). III (Q2517221) (← links)
- A note on block triangular presentations of rings and finitistic dimension. (Q2569723) (← links)
- MODULES OF FINITE PROJECTIVE DIMENSION FOR STANDARDLY STRATIFIED ALGEBRAS (Q2752340) (← links)
- KOSZUL DUALITY FOR STRATIFIED ALGEBRAS II. STANDARDLY STRATIFIED ALGEBRAS (Q3164545) (← links)
- PROPERLY STRATIFIED ALGEBRAS AND TILTING (Q3377425) (← links)
- HOMOLOGICAL SYSTEMS IN MODULE CATEGORIES OVER PRE-ORDERED SETS (Q3617393) (← links)
- TILTING MODULES OF FINITE PROJECTIVE DIMENSION: SEQUENTIALLY STATIC AND COSTATIC MODULES (Q4416626) (← links)
- Finitistic dimensions and good filtration dimensions of stratified algegras (Q4824820) (← links)
- The Finitistic Dimension of Algebras with a Directed Stratification (Q4908954) (← links)
- Parabolic category O for classical Lie superalgebras (Q5172184) (← links)
- Cellular Noetherian algebras with finite global dimension are split quasi-hereditary (Q6607137) (← links)
