Entanglement manifestation of knot topology in a non-Hermitian lattice
This paper proposes a one-dimensional non-Hermitian four-band lattice model to demonstrate that distinct knot topologies in momentum space correspond to specific magnitudes of many-body ground state entanglement entropy, thereby establishing a direct link between knot topology and physical entanglement properties through spectral winding numbers, analytic phase boundaries, and fidelity susceptibility.