Pages that link to "Item:Q2893269"

The following pages link to Hilbert series of PI relatively free \(G\)-graded algebras are rational functions. (Q2893269):

Displaying 10 items.

• On the codimension sequence of \(G\)-simple algebras. (Q279734) (← links)
• Regev's conjecture for algebras with Hopf actions (Q824435) (← links)
• On free products in varieties of associative algebras (Q1974360) (← links)
• On PI-algebras with additional structures: rationality of Hilbert series and Specht's problem (Q2057244) (← links)
• Amitsur's conjecture for associative algebras with a generalized Hopf action. (Q2376583) (← links)
• ON THE HILBERT-POINCARÉ SERIES OF GRADED ALGEBRAS ASSOCIATED WITH GROUPS (Q3470608) (← links)
• On the rationality of Hilbert series of relatively free algebras (Q4232349) (← links)
• Specht property for the algebra of upper triangular matrices of size two with a Taft’s algebra action (Q5882718) (← links)
• Hilbert series of \(T\)-spaces (Q6038509) (← links)
• A conjecture of Mallows and Sloane with the universal denominator of Hilbert series (Q6595251) (← links)