Abstract
Let M1,1 be the matrix superalgebra over an infinite field of positive characteristic p ≠ 2. Multilinear identities of prime subvarieties in the variety Var M1,1 are described. It is shown that the set of multilinear identities of any prime subvariety in the variety Var M1,1 either coincides with the set of multilinear identities of the algebra M1,1 or is generated by the identity [x, y, z] = 0 or is generated by the identity [x, y] = 0.
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