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Assessing Catastrophes-Dragon-Kings, Black, and Gray Swans-for Science-Policy
Paolo F Ricci1, Hua-Xia Sheng2
1University of Bologna (Ravenna Campus) Scienze Ambientali Ravenna 48123 Italy.
Catastrophic incidents, including Dragon-Kings (DK) and Black Swans (BS), require new causal analysis. This study models their generating mechanisms and consequences, offering insights for science-policy and expert opinion aggregation.
Area of Science:
- Complex systems science
- Risk analysis
- Decision theory
Background:
- Catastrophic incidents, from nonroutine to extreme events like Dragon-Kings (DK), Black Swans (BS), and Gray Swans, necessitate precautionary measures.
- These initiatives often face public resistance or post-event criticism, highlighting a gap in understanding and prediction.
Purpose of the Study:
- To develop a framework for analyzing catastrophic events by examining their generating mechanisms and consequence distributions.
- To aggregate expert opinions on assumptions, mechanisms, and consequences to inform science-policy decisions.
- To improve the prediction and management of extreme events.
Main Methods:
- Causal analysis incorporating nonlinear behaviors and power-law distributions.
- Modeling of self-organizing criticality, self-similarity, and feedback loops.
- Aggregation of divergent expert beliefs using novel methods to address paradoxes in majority rule.
Main Results:
- Catastrophic event consequences exhibit longer and fatter right tails than traditional failure analyses predict.
- Dragon-Kings (DK) are extreme events with higher-than-expected frequencies and are predictable, unlike Black Swans (BS).
- Identified precursor signals ('snaps, crackles, and pops') from feedback couplings.
Conclusions:
- Causal analysis must account for nonlinear dynamics, power-law distributions, and complex system properties.
- The study provides a method for combining expert opinions on extreme events, improving science-policy integration.
- Predictive models for certain extreme events, like DK, can be developed, offering a departure from the unpredictability of BS.
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