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Cognitive Biases

Induction (as a Cognitive Bias)

Taleb warns that observations from the past may support fragile generalizations when conditions change or variables interact. His critique concerns overconfidence in those generalizations, rather than induction being inherently a cognitive bias.

THE IDEA

Induction

Let us look again, from a certain angle, at the problem of “induction.” It becomes one step beyond archaic in a modern environment, making the Black Swan problem even more severe. Simply, in a complex domain, the discussion of induction versus deduction becomes too marginal to the real problems (except for a limited subset of variables, even then); the entire Aristotelian distinction misses an important dimension (similar to the one discussed earlier concerning the atypicality of events in Extremistan). Even other notions such as “cause” take on a different meaning, particularly in the presence of circular causality and interdependence. The probabilistic equivalent is the move from a conventional random walk model (with a random variable moving in a fixed terrain and not interacting with other variables around it), to percolation models (where the terrain itself is stochastic, with different variables acting on one another).

When to use it

  • Evaluating risk models in finance or insurance that assume past data predicts future outcomes.

  • Analyzing scientific theories that rely on repeated observations but face paradigm shifts (e.g., physics before relativity).

  • Designing robust decision-making processes in supply chains or disaster preparedness where rare events can cascade.

  • Challenging everyday generalizations (e.g., 'all swans are white') in cross-cultural or novel environments.

FROM THEORY TO EVERYDAY LIFE

In practice

01

The Classic Turkey (Black Swan Example)

A turkey is fed every day for a thousand days, and through induction infers that humans are kind providers. On the day before Thanksgiving, its induction fails catastrophically.

02

Financial Markets (Extremistan)

A trader uses historical price data (induction) to model risk, assuming normal distributions. Unexpected market crashes (Black Swans) repeatedly invalidate the model due to interdependence and non-linear feedback.

✳

A MOMENT TO REFLECT

Put it to work.

  1. In what areas of your life do you rely on induction, and how might a Black Swan event disrupt those patterns?

  2. How does the shift from random walk to percolation models change your understanding of causality?

  3. Can you identify a situation where the Aristotelian distinction between induction and deduction was insufficient for understanding a complex system?

Connected ideas

Another lens can bring the same problem into focus.

Often confused with

CONTINUE THE CONVERSATION

Source texts

  • The Black Swan The Impact of the Highly Improbable With a new section On Robustness and Fragility (Nassim Nicholas Taleb)
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