Original paper

Non-Gaussian interaction information: estimation, optimization and diagnostic application of triadic wave resonance

Volume: 22, Issue: 1, Pages: 87 - 108
Published: Feb 3, 2015
Abstract
. Non-Gaussian multivariate probability distributions, derived from climate and geofluid statistics, allow for nonlinear correlations between linearly uncorrelated components, due to joint Shannon negentropies. Triadic statistical dependence under pair-wise (total or partial) independence is thus possible. Synergy or interaction information among triads is estimated. We formulate an optimization method of triads in the space of orthogonal...
Paper Details
Title
Non-Gaussian interaction information: estimation, optimization and diagnostic application of triadic wave resonance
Published Date
Feb 3, 2015
Volume
22
Issue
1
Pages
87 - 108
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