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We characterize various forms of positive dependence, such as association,positive supermodular association and dependence, and positive orthantdependence, for jump-Feller processes. Such jump processes can be studiedthrough their state-space dependent Levy measures. It is through these Levymeasures where we will provide our characterization. Finally, we presentapplications of these results to stochastically monotone Feller processes,including Levy processes, the Ornstein-Uhlenbeck process, pseudo-Poissonprocesses, and subordinated Feller processes.

On the association and other forms of positive dependence for Feller processes