The complex timelike entanglement entropy is computed in non-relativistic holographic theories, with a logarithmic real part and a constant imaginary part proposed as Fermi-surface signatures.
Henley, Relaxation time for a dimer covering with height representation , Journal of Statistical Physics 89 (1997) 483–507
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Holographic Timelike Entanglement Entropy in Non-relativistic Theories
The complex timelike entanglement entropy is computed in non-relativistic holographic theories, with a logarithmic real part and a constant imaginary part proposed as Fermi-surface signatures.