Path and semimartingale properties of chaos processes

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    Abstract

    The present paper characterizes various properties of chaos processes which in particular include processes where all time variables admit a Wiener chaos expansion of a fixed finite order. The main focus is on the semimartingale property, p-variation and continuity. The general results obtained are finally used to characterize when a moving average is a semimartingale.
    OriginalsprogEngelsk
    TidsskriftStochastic Processes and Their Applications
    Vol/bind120
    Nummer4
    Sider (fra-til)522-540
    Antal sider19
    ISSN0304-4149
    DOI
    StatusUdgivet - 2010

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