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Paper detail

Off-shell scalar products for the $XXZ$ spin chain with open boundaries

In this work we study scalar products of Bethe vectors associated with the $XXZ$ spin chain with open boundary conditions. The scalar products are obtained as solutions of a system of functional equations. The description of scalar products through functional relations follows from a particular map having the reflection algebra as its domain and a function space as the codomain. Within this approach we find a multiple contour integral representation for the scalar products in which the homogeneous limit can be obtained trivially.

preprint2015arXivOpen access
W. Galleas
math-phmath.MPnlin.SIhep-th
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