Moment Generating Functions of Random Variables and Asymptotic Behaviour for Generalized Feller Operators
Abstract
After giving the representation of moment generating function for the $S$-$\u03bb$ type random variable by solving a differential equation, we prove that this type random variable is of regular $n$-$r$ order moment. Furthermore, we establish the higher order asymptotic formula for generalized Feller operators by making use of the generalized Taylor formula.
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Moment Generating Functions of Random Variables and Asymptotic Behaviour for Generalized Feller Operators. (2000). Journal of Computational Mathematics, 18(2), 173-182. https://gsp.tricubic.dev/JCM/article/view/15743