Delta-derivations of simple finite-dimensional Jordan superalgebras
We descibe non-trivial delta-derivations of semisimple
finite-dimensional Jordan algebras over an algebraically closed field of
characteristic not 2, and of simple finite-dimensional Jordan superalgebras
over an algebraically closed field of characteristic 0. For these classes of
algebras and superalgebras, non-zero delta-derivations exist only for delta = 0, 1/2,
1, and we give a complete account of 1/2-derivations.
I. B. Kaygorodov < kaygorodov.ivan@gmail.com >
I. B. Kaygorodov < kib@math.nsc.ru >