Pages that link to "Item:Q5251607"
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The following pages link to Specht’s problem for associative affine algebras over commutative Noetherian rings (Q5251607):
Displaying 15 items.
- Kemer's theory for \(H\)-module algebras with application to the PI exponent (Q279731) (← links)
- Zariski closed algebras in varieties of universal algebra. (Q484623) (← links)
- Local finite basis property and local representability for varieties of associative rings. (Q610592) (← links)
- On the Noetherianity of some associative finitely presented algebras (Q757557) (← links)
- An analogue of the Magnus problem for associative algebras. (Q1040239) (← links)
- Noetherianity and Specht problem for varieties of bicommutative algebras (Q1703114) (← links)
- On generic \(G\)-graded Azumaya algebras (Q2118927) (← links)
- Affine representability and decision procedures for commutativity theorems for rings and algebras (Q2164418) (← links)
- A general version of standard basis and its application to T-ideals. (Q2386463) (← links)
- PI-varieties associated to full quivers of representations of algebras. (Q2838079) (← links)
- The local finite basis property and local representability of varieties of associative rings (Q3552171) (← links)
- Identities of associative algebras (Q3978816) (← links)
- Noncommutative Bialynicki-Birula Theorem (Q5150369) (← links)
- Hilbert series of \(T\)-spaces (Q6038509) (← links)
- Representability of relatively free affine algebras over a Noetherian ring (Q6580187) (← links)
