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Bartlett spectrum and mixing properties of infinitely divisible random measures
Published online by Cambridge University Press: 01 July 2016
Abstract
We prove that the Bartlett spectrum of a stationary, infinitely divisible (ID) random measure determines ergodicity, weak mixing, and mixing. In this context, the Bartlett spectrum plays the same role as the spectral measure of a stationary Gaussian process.
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- Stochastic Geometry and Statistical Applications
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- Copyright © Applied Probability Trust 2007