The Zero Set of Fractional Brownian Motion Is a Salem Set
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DOI: 10.1007/s00041-017-9551-9
Abstract: The existence of sets supporting a Borel measure such that its Fourier transform tends to zero at infinity can be traced back to the problem of uniqueness of trigonometric series, studied extensively by Cantor. Given… read more here.
Keywords: brownian motion; salem sets; fractional brownian; motion salem ... See more keywords