, Volume 42, Issue 4, pp 373-384

On an intertwining lifting theorem for certain reproducing kernel Hilbert spaces

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We provide an alternate approach to an intertwining lifting theorem obtained by Ball, Trent and Vinnikov. The results are an exact analogue of the classical Sz-Nagy-Foias theorem in the case of multipliers on a class of reproducing kernel spaces, which satisfy the Nevanlinna-Pick property.