A proof that supersymmetric Schur polynomials have SNP is invalid because the stated hook-inequality support set is contradicted by the paper's own example and by symmetry.
Multidegrees, prime ideals, and non-standard grad- ings
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Supersymmetric Schur polynomials have saturated Newton polytopes
A proof that supersymmetric Schur polynomials have SNP is invalid because the stated hook-inequality support set is contradicted by the paper's own example and by symmetry.