Liang, information flows, causation, and convergent cross-mapping

Someone recommended the work of Liang recently in connection with causation and attribution studies, and their application to CO2 and climate change. Liang’s work is related to information flows and transfer entropies. As far as I know, the definitive work on that is James, Barnett, and Crutchfield, “Information Flows? A Critique of Transfer Entropies.” The former paper claims, in part,

The whole new formalism is derived from first principles, rather than as an empirically defined ansatz, with the property of causality guaranteed in proven theorems. This is in contrast to other causality analyses, say that based on Granger causality or convergent cross mapping (CCM)

Well I’ve written about CCM here before, in 2013, 2016, and just recently.

Anyway, I don’t see anything obviously superior regarding Liang’s information flows approach, at least in comparison with Granger causality or CCM, and, so, I’ll take conclusions about causation of CO2 and climate they derive with a big grain of salt. I prefer Egbert van Nes, Marten Scheer, Victor Brovkin, Timothy Lenton, Hao Ye, Ethan Deyle, and George Sugihara on “Causal feedbacks in climate change.”

About ecoquant

See Retired data scientist and statistician. Now working projects in quantitative ecology and, specifically, phenology of Bryophyta and technical methods for their study.
This entry was posted in Akaike Information Criterion, American Association for the Advancement of Science, Anthropocene, attribution, carbon dioxide, climate, climate change, climate disruption, complex systems, convergent cross-mapping, ecology, Egbert van Nes, Ethan Deyle, Floris Takens, George Sughihara, global warming, Hao Ye, Hyper Anthropocene, information theoretic statistics, Lenny Smith, model-free forecasting, nonlinear systems, physics, statistics, Takens embedding theorem, theoretical physics, Timothy Lenton, Victor Brovkin. Bookmark the permalink.

1 Response to Liang, information flows, causation, and convergent cross-mapping

  1. Pingback: miscellany | Hypergeometric

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