Browsing by Subject "Temperate distribution"

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    On the Lévy-Raikov-Marcinkiewicz theorem
    (2004) Ostrovskii I.; Ulanovskii, A.
    Let μ be a finite non-negative Borel measure. The classical Lévy-Raikov-Marcinkiewicz theorem states that if its Fourier transform μ̂ can be analytically continued to some complex half-neighborhood of the origin containing an interval (0,iR) then μ̂ admits analytic continuation into the strip {t: 0