Pages that link to "Item:Q2664507"
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The following pages link to An integral theory of dominant dimension of Noetherian algebras (Q2664507):
Displaying 10 items.
- Permanents, Doty coalgebras and dominant dimension of Schur algebras (Q400978) (← links)
- Dominant dimension and almost relatively true versions of Schur's theorem. (Q720023) (← links)
- On dominant dimension of Noetherian rings (Q913915) (← links)
- Dominant dimension and idempotent ideals (Q2178541) (← links)
- Dominant dimensions of algebras and modules (Q3175511) (← links)
- Refined Noether Normalization Theorem and Sharp Degree Bounds for Dominating Morphisms (Q5466698) (← links)
- Higher Morita-Tachikawa correspondence (Q6593639) (← links)
- On Noetherian algebras, Schur functors and Hemmer-Nakano dimensions (Q6600264) (← links)
- Cellular Noetherian algebras with finite global dimension are split quasi-hereditary (Q6607137) (← links)
- On split quasi-hereditary covers and Ringel duality (Q6652251) (← links)