Pages that link to "Item:Q1033954"

The following pages link to Basis of graded identities of the superalgebra \(M_{1,2}(F)\). (Q1033954):

Displaying 12 items.

• On \(\mathbb Z_2\)-graded identities of the generalized Grassmann envelope of the upper triangular matrices \(UT_{k,l}(F)\). (Q392411) (← links)
• Supertraces and matrices over Grassmann algebras (Q1341144) (← links)
• Graded polynomial identities of the Jordan superalgebra of a bilinear form (Q1923956) (← links)
• The least degree of identities in the subspace \(M_1^{(m,k)}(F)\) of the matrix superalgebra \(M^{(m,k)}(F)\) (Q1941802) (← links)
• Cocharacters of bilinear mappings and graded matrices. (Q2637772) (← links)
• Weak polynomial identities for \(M_{1,1}(E)\) (Q2761694) (← links)
• Subvarieties of the Varieties Generated by the Superalgebra<i>M</i>_{1, 1}(<i>E</i>) or<i>M</i>₂(𝒦) (Q4803363) (← links)
• The basis of the graded polynomial identities for superalgebras of triangular matrices (Q4874712) (← links)
• Computing the ℤ₂-Cocharacter of 3 × 3 Matrices of Odd Degree (Q4924089) (← links)
• A variant of Rosset's approach to the Amitsur-Levitzki theorem and some $\mathbb{Z}_{2}$-graded identities of $\mathrm{M}_{n}(E)$ (Q5103895) (← links)
• Quasi-Polynomials of Capelli. II (Q5122690) (← links)
• To Chang Theorem. III (Q5194990) (← links)