Harman Patil (Editor)

Stimulus–response model

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The stimulus–response model is a characterization of a statistical unit (such as a neuron) as a black box model, predicting a quantitative response to a quantitative stimulus, for example one administered by a researcher. The Model is well used in 'study of consumer response' to various stimulus as - Business Environment and marketing mix.

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Fields of application

Stimulus–response models are applied in international relations, psychology, risk assessment, neuroscience, neurally-inspired system design, and many other fields.

Mathematical formulation

The object of a stimulus–response model is to establish a mathematical function that describes the relation f between the stimulus x and the expected value (or other measure of location) of the response Y:

E ( Y ) = f ( x )

A common simplification assumed for such functions is linear, thus we expect to see a relationship like

E ( Y ) = α + β x .

Statistical theory for linear models has been well developed for more than fifty years, and a standard form of analysis called linear regression has been developed.

References

Stimulus–response model Wikipedia