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- W2953082859 abstract "Using generalized Blumenthal--Getoor indices, we obtain criteria for the finiteness of the $p$-variation of Levy-type processes. This class of stochastic processes includes solutions of Skorokhod-type stochastic differential equations (SDEs), certain Feller processes and solutions of Levy driven SDEs. The class of processes is wider than in earlier contributions and using fine continuity we are able to handle general measurable subsets of $R^d$ as state spaces. Furthermore, in contrast to previous contributions on the subject, we introduce a local index in order to complement the upper index. This local index yields a sufficient condition for the infiniteness of the $p$-variation. We discuss various examples in order to demonstrate the applicability of the method." @default.
- W2953082859 created "2019-06-27" @default.
- W2953082859 creator A5007748939 @default.
- W2953082859 creator A5046990766 @default.
- W2953082859 date "2016-02-02" @default.
- W2953082859 modified "2023-09-27" @default.
- W2953082859 title "Criteria for the Finiteness of the Strong $p$-Variation for L'evy-type Processes" @default.
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