Three upsilon transforms related to tempered stable distributions
Copyright policy )Three upsilon transforms related to tempered stable distributions
We discuss the properties of three upsilon transforms, which are related to the class of $p$-tempered $α$-stable ($TS^p_α$) distributions. In particular, we characterize their domains and show how they can be represented as compositions of each other. Further, we show that if $-\infty
- University of North Carolina at Charlotte United States
- University of North Carolina at Chapel Hill United States
Stochastic integrals, Probability (math.PR), Infinitely divisible distributions; stable distributions, Processes with independent increments; Lévy processes, upsilon transforms, transforms of Lévy measures, 60E07, 60H05, FOS: Mathematics, 60G51, tempered stable distributions, Mathematics - Probability
Stochastic integrals, Probability (math.PR), Infinitely divisible distributions; stable distributions, Processes with independent increments; Lévy processes, upsilon transforms, transforms of Lévy measures, 60E07, 60H05, FOS: Mathematics, 60G51, tempered stable distributions, Mathematics - Probability
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