Exact entanglement trade-offs in qutrit and composite-dimensional stabilizer states
This work investigates entanglement trade-offs in qutrit and composite stabilizer states by using an exact Rank-Purity Duality over finite fields. It provides a polynomial-time criterion for certifying Absolutely Maximally Entangled (AME) states, reducing complex Hilbert space checks to manageable linear algebra. This framework offers strong obstruction criteria for composite dimensions.