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Revising the derivation of the previous papers, for the integrable spin-$s$XXZ chain we express any form factor in terms of a single sum over scalarproducts of the spin-1/2 XXZ chain. With the revised method we express thespin-$s$ XXZ correlation function of any given entry at zero temperature interms of a single sum of multiple integrals.

On the evaluation of form factors and correlation functions for the integrable spin-s XXZ chains via the fusion method