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This episode uses numerous examples, from porcelain cups to financial markets, to illustrate how fragility arises from nonlinear responses to shocks, contrasting concave (fragile) and convex (antifragile) functions. He introduces a heuristic for detecting fragility by observing the acceleration of harm as the intensity of a shock increases, highlighting the importance of understanding nonlinearities in various fields, including economics and project management.
By kwThis episode uses numerous examples, from porcelain cups to financial markets, to illustrate how fragility arises from nonlinear responses to shocks, contrasting concave (fragile) and convex (antifragile) functions. He introduces a heuristic for detecting fragility by observing the acceleration of harm as the intensity of a shock increases, highlighting the importance of understanding nonlinearities in various fields, including economics and project management.