Comparing the ℤ -Graded Identities of Two Minimal Superalgebras with the Same Superexponent.

Let F be a field of characteristic zero. We study two minimal superalgebras A and B having the same superexponent but such that T ( A) ⫋ T ( B), thus providing the first example of a minimal superalgebra generating a non minimal supervariety. We compare the structures and codimension sequences of A and B. [ABSTRACT FROM AUTHOR]