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Lifting properties, Nehari theorem and Paley lacunary inequality.

Mischa CotlarCora Sadosky — 1986

Revista Matemática Iberoamericana

A general notion of lifting properties for families of sesquilinear forms is formulated. These lifting properties, which appear as particular cases in many classical interpolation problems, are studied for the Toeplitz kernels in Z, and applied for refining and extending the Nehari theorem and the Paley lacunary inequality.

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