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Equation 1 · Part 6 · Prepared Fears: How Evolution Biased What the Mind Learns to Dread

subtraction

ΔV=α (λ−V)\Delta V = \alpha \,(\lambda - V)
subtraction

What this part means

Subtract the following term or group from the preceding one. A leading minus marks a negative quantity.

Its job in the formula

Subtract the following term or group from the preceding one. A leading minus marks a negative quantity.

The passage around this formula

The evidence assembled here fits inside a formulation more modest than “an evolved fear module” and, for that reason, more resilient to the objections just described. Treat ordinary associative learning as a single general mechanism, and treat what evolution supplies not as a separate circuit but as a prior on that mechanism’s own parameters. A standard error-correction rule for associative strength states the update on each learning trial as ΔV=α (λ−V)\Delta V = \alpha \,(\lambda - V). where V is the current associative strength between a stimulus and an outcome, λ\lambda is the asymptotic strength that outcome supports, and α\alpha is a learning-rate parameter governing how much of the gap between the two is closed…

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Addition combines quantities; subtraction measures the signed difference between them. Parentheses show what is combined before the rest of the expression is evaluated.

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Sources cited in the article section

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