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Estimation of Parameters of Generalized Geometric Linnik Distribution
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Consider the geometric Linnik distribution GL(α, λ) with characteristic function and type II Generalized Geometric Linnik distribution with characteristic function , [9] used empirical characteristic function to estimate the parameters of a stable law. [1]used characteristic function technique to estimate the parameters of geometric stable law (see also, [2]). Here we estimate the parameters of geometric Linnik distribution and Generalized Geometric Linnik distribution using empirical characteristic function.
Title: Estimation of Parameters of Generalized Geometric Linnik Distribution
Description:
Consider the geometric Linnik distribution GL(α, λ) with characteristic function and type II Generalized Geometric Linnik distribution with characteristic function , [9] used empirical characteristic function to estimate the parameters of a stable law.
[1]used characteristic function technique to estimate the parameters of geometric stable law (see also, [2]).
Here we estimate the parameters of geometric Linnik distribution and Generalized Geometric Linnik distribution using empirical characteristic function.
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