科研之友
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摘要
We derive a large deviation principle for occupation time of super alpha-stable process in R-d with d > 2 alpha. The decay of tail probabilities is shown to be exponential and the rate function is characterized. Our result can be considered as a counterpart of Lee's work on large deviations for occupation times of super-Brownian motion in R-d for dimension d > 4 (see Ref. 10).
