Extremes of supOU Processes

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Multivariate supOU processes (2010, methodology): “This extends to a multivariate setting the theory of univariate supOU processes as introduced in [2] and studied further, for example, in [19].”
THE MULTIVARIATE supOU STOCHASTIC VOLATILITY MODEL (2013, unknown): “…one to choose ν ii such that the stationary distribution of the variance ii is a certain prescribed selfdecomposable distribution concentrated on R+ (using Barndorff-Nielsen 2001, theorem 3.1, corollary 3.1; Fasen and Klüppelberg 2007, remark 2.2; or Pigorsch and Stelzer 2009b, theorem 4.9).”