On Z2-graded polynomial identities of the Grassmann algebra

On the graded identities of the Grassmann algebra

“…In this section we collect the results concerning the Z 2 -graded identities of E based on the works by the author [7] and Di Vincenzo and da Silva [14]. For the sake of completeness we want to cite the papers [37] and [2] by Anisimov in which the author computes the sequence of involutive codimensions of Grassmann algebra for some special involutions (see [37]), then generalized in [2].…”

“…The case of characteristic zero was the first case which has been considerated and it was completely solved by Di Vincenzo and da Silva in [14]. Their generators in the three cases are the ones above without the polynomial z p .…”

“…In [14] the authors described the sequence of Z 2 -graded cocharacters and codimensions in the case of characteristic 0. We collect below their results.…”