Eigenvalues of fermionic two-body operators are bounded above by N divided by a correlation measure of the eigenvector, refining Yang's bound.
Entropy and entanglement bounds for reduced density matrices of fermionic states
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A Correlational Bound for Eigenvalues of Fermionic 2-Body Operators
Eigenvalues of fermionic two-body operators are bounded above by N divided by a correlation measure of the eigenvector, refining Yang's bound.