We provide a predictive characterization for determinantal, one-dependent probability measures. We show how this characterization can be employed to give a new proof that such distributions are two-block-factors laws.
A note on one-dependent trigonometric determinantal probability measures.
FORTINI, SANDRA
2006
Abstract
We provide a predictive characterization for determinantal, one-dependent probability measures. We show how this characterization can be employed to give a new proof that such distributions are two-block-factors laws.
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