Špela Špenko

Functional identities in one variable

Let

On Lie and associative algebras containing inner derivations

A

Lie Superautomorphisms on Associative Algebras, II

be a centrally closed prime algebra over a characteristic 0 field

On the image of a noncommutative polynomial

k

Quasi-identities on matrices and the Cayley–Hamilton polynomial

, and let

Identifying Derivations Through the Spectra of Their Values

q:A\to A

On locally complex algebras and low-dimensional Cayley–Dickson algebras

be the trace of a

Functional Identities on Matrix Algebras

d

Associating Geometry to the Lie Superalgebra

-linear map (i.e.,

\mathfrak{sl}(1|1)

q(x)=M(x,...,x)