Pages that link to "Item:Q4781546"

The following pages link to ALGEBRAS WITH INVOLUTION WHOSE EXPONENT OF THE *-CODIMENSIONS IS EQUAL TO TWO (Q4781546):

Displaying 12 items.

• \(\ast\)-Superalgebras and exponential growth (Q502723) (← links)
• Polynomial identities on superalgebras and exponential growth (Q1414666) (← links)
• The exponent for superalgebras with superinvolution (Q1654379) (← links)
• Classifying \(G\)-graded algebras of exponent two (Q1717611) (← links)
• \(*\)-polynomial identities of a nonsymmetric \(*\)-minimal algebra. (Q2015176) (← links)
• A characterization of superalgebras with pseudoinvolution of exponent 2 (Q2058362) (← links)
• On existence of PI-exponent of algebras with involution (Q2097238) (← links)
• Codimensions of star-algebras and low exponential growth (Q2204397) (← links)
• On the *-minimality of algebras with involution. (Q2268600) (← links)
• Minimal algebras with respect to their *-exponent. (Q2466939) (← links)
• On the *-Polynomial Identities of a Class of *-Minimal Algebras (Q3162836) (← links)
• Equation <i>a</i>*<i>a</i> = <i>P</i>(<i>a</i>) in some algebras with involution (Q5133404) (← links)