Nos derniers articles

The paper presents a dual-model framework for chaotic inference and rare-event detection. Model A, using Poincaré–Mahalanobis, focuses on geometric structure for stable inference. Model B, employing Correlation–Integral with Fibonacci diagnostics, emphasizes recurrence statistics and volatility clustering. The Lorenz–Lorenz experiments show that diagnostic weighting shifts inference from stability to rare-event focus. The Lorenz–Rössler experiments demonstrate Model B’s generalization across attractors, maintaining sensitivity to volatility. The framework combines stable geometric anchoring with robust rare-event detection, advancing systemic risk analysis. Future work aims to extend the models to higher-dimensional systems, optimize computational efficiency, and apply them to finance, climate, and infrastructure.

We offer a #datadriven theory of #belief formation that explains sudden surges in economic #uncertainty and their consequences. It argues that people, like #bayesian econometricians, estimate a distribution of macroeconomic outcomes but do not know the true distribution. The paper shows how real-time estimation of distributions with non-normal tails can result in large fluctuations in uncertainty, particularly related to tail events or "black swans." Using real-time GDP data, the authors find that revisions in estimated #blackswan #risk explain most of the fluctuations in uncertainty. These findings highlight the importance of #accounting for the effects of uncertainty and non-normality in economic decision-making and #policymaking.