Finite XXZ critical chain with double boundaries

Nonlinear Sciences – Exactly Solvable and Integrable Systems

Scientific paper

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LaTEX2e, 21pages

Scientific paper

Finite XXZ chain with double boundaries is considered at critical regime
$-1<\Delta<1$. We construct the eigenvectors of finite Hamiltonian by means of
vertex operators and the quasi-boundary states. Using the free field
realizations of the vertex operators and the quasi-boundary states, integral
representations for the correlation functions are derived.

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