Existence and completeness of wave operators are proved for Jacobi matrices under the Szegő condition on the spectral measure together with a mild assumption on Verblunsky coefficients.
Luki´ c,A First Course in Spectral Theory, Graduate Studies in Mathematics, Vol
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Wave operators for Jacobi matrices
Existence and completeness of wave operators are proved for Jacobi matrices under the Szegő condition on the spectral measure together with a mild assumption on Verblunsky coefficients.