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Multivariate Fractionally Integrated CARMA Processes (2006)  (Make Corrections)  
Tina Marquardt



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Abstract: A multivariate analogue of the fractionally integrated continuous time autoregressive moving average (FICARMA) process de ned by Brockwell (2004) is introduced. We show that the multivariate FICARMA process has two kernel representations: as an integral over the fractionally integrated CARMA kernel with respect to a Levy process and as an integral over the original (not fractionally integrated) CARMA kernel with respect to the corresponding fractional Levy process (FLP). In order to obtain... (Update)

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BibTeX entry:   (Update)

@misc{ marquardt-multivariate,
  author = "Tina Marquardt",
  title = "Multivariate Fractionally Integrated CARMA Processes",
  url = "citeseer.ist.psu.edu/marquardt06multivariate.html" }
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