Multipliers and Wiener-Hopf operators on weighted L^p spaces

Mathematics – Functional Analysis

Scientific paper

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Scientific paper

We study the operators T on the weighted space L^p commuting either with the
right translations St or left translations P^+S_{-t} and we establish the
existence of a symbol of T. We characterize completely the spectrum of St. We
obtain a similar result for the spectrum of P^+S_{-t} and some spectral results
for the bounded operators commuting with (St), t>0 or with (P^+St), t<0.

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