A diagrammatic Monte Carlo framework computes fermionic Rényi entanglement entropies order-by-order on large lattices via graded-swap representation and connected-determinant summation.
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A new third-order separability witness constructs a 4x4 matrix from local randomized measurement invariants whose negative minimum eigenvalue certifies entanglement with dimension-independent sample complexity.
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Diagrammatic Monte Carlo for Fermionic R\'enyi Entanglement Entropy
A diagrammatic Monte Carlo framework computes fermionic Rényi entanglement entropies order-by-order on large lattices via graded-swap representation and connected-determinant summation.
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Third-Order Local Randomized Measurements for Finite-size Entanglement Certification
A new third-order separability witness constructs a 4x4 matrix from local randomized measurement invariants whose negative minimum eigenvalue certifies entanglement with dimension-independent sample complexity.