A family of symmetric five-qubit states that remain PPT under all symmetric unitary evolutions are shown to be entangled, refuting the SAPPT equals SAS equivalence for odd N≥5.
We have Tr(ρW9) ≈ −0.004 < 0 and min W9(θ, ϕ) ≈ 0.0002234 at (θ, ϕ) = (0 .381, 0)
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Nonequivalence between absolute separability and positive partial transposition in the symmetric subspace
A family of symmetric five-qubit states that remain PPT under all symmetric unitary evolutions are shown to be entangled, refuting the SAPPT equals SAS equivalence for odd N≥5.