Overlaps of partial Néel states and Bethe states

Abstract

Partial Neel states are generalizations of the ordinary Neel (classical\nanti-ferromagnet) state that can have arbitrary integer spin. We study overlaps\nof these states with Bethe states. We first identify this overlap with a\npartial version of reflecting-boundary domain-wall partition function, and then\nderive various determinant representations for off-shell and on-shell Bethe\nstates.\n