A modified crossed-domain-wall axion string on an N=28 periodic lattice produces an unpaired, single-chirality Weyl fermion branch, extending the Kaplan-Sen disk construction to string defects.
To verify this explicitly, we will have to diagonalize the Hamiltonian Hstr in Eq
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Unpaired Weyl fermion on an axion string in a finite lattice
A modified crossed-domain-wall axion string on an N=28 periodic lattice produces an unpaired, single-chirality Weyl fermion branch, extending the Kaplan-Sen disk construction to string defects.