Pages that link to "Item:Q4304207"

The following pages link to Quasi-hereditary algebras which are dual extensions of algebras (Q4304207):

Displaying 23 items.

• Ringel duals of extension algebras of posets (Q701594) (← links)
• Extensions of hereditary algebras (Q800466) (← links)
• Cartan decompositions and BGG-resolutions (Q1344932) (← links)
• A necessary condition for the finiteness of \(\Delta\)-good module categories (Q1375819) (← links)
• On \(\Delta\)-good module categories of quasi-hereditary algebras (Q1377224) (← links)
• Filtrations and positive characteristic Howe duality (Q1594985) (← links)
• Characteristic tilting modules and Ringel duals (Q1609555) (← links)
• Twisted double incidence algebras of type \(A_n\). (Q1609559) (← links)
• Quasi-hereditary extension algebras. (Q1868345) (← links)
• Endomorphism algebras of \({\mathcal F}(\Delta)\) over quasi-hereditary algebras (Q1897803) (← links)
• Global dimensions of dual extension algebras (Q1911196) (← links)
• The Ext-algebra of standard modules over dual extension algebras (Q2144388) (← links)
• All quasihereditary algebras with a regular exact Borel subalgebra (Q2237375) (← links)
• Quasi-hereditary algebras and generalized Koszul duality. (Q2443248) (← links)
• Relative Auslander-Reiten sequences for quasi-hereditary algebras. (Q2773281) (← links)
• The Cellularity of Twisted Doubles of Algebras with Radical Square Zero (Q2802195) (← links)
• Projective-injective modules, Serre functors and symmetric algebras (Q3524792) (← links)
• Homological Duality and Quasi-Heredity (Q3837250) (← links)
• A construction of algebras with arbitrary finite global dimensions (Q4212554) (← links)
• Exact borel subalgebras of quasi-hereditary algebras. II (Q4834913) (← links)
• On the global dimension of quasi–hereditary algebras with triangular decomposition (Q4890266) (← links)
• Jordan derivations of generalized one point extensions (Q5083162) (← links)
• Tilting modules and exceptional sequences for a family of dual extension algebras (Q6070265) (← links)