Richard Herrnstein

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Richard J. Herrnstein
Born (1930-05-20)May 20, 1930
New York City[1]
Died September 13, 1994(1994-09-13) (aged 64)
Citizenship American
Alma mater Harvard University
Doctoral advisor Joseph V. Brady
Known for Matching law, The Bell Curve

Richard J. Herrnstein (20 May 1930 – 13 September 1994) was an American psychologist and sociologist. He was an active researcher in animal learning in the Skinnerian tradition. He was one of the founders of the Society for Quantitative Analysis of Behavior.

Research

His major research finding as an experimental psychologist is the matching law, the tendency of animals to allocate their choices in direct proportion to the rewards they provide. To illustrate the phenomenon, if there are two sources of reward, one of which is twice as rich as the other, Herrnstein found that animals often chose at twice the frequency the alternative that was seemingly twice as valuable. That is known as matching, both in quantitative analysis of behavior and mathematical psychology. He also developed melioration theory with William Vaughan, Jr.

He was the Edgar Pierce Professor of psychology at Harvard University and worked with Skinner in the Harvard pigeon lab, where he did research on choice behavior and behavioral economics. In 1965, and with Edwin Boring, Herrnstein wrote A Source Book in the History of Psychology.

Intelligence

Herrnstein's research focused first on natural concepts and human intelligence in the 1970s, and peaked in prolificacy with the publication of his and Charles Murray's controversial best-selling book, The Bell Curve. Herrnstein died of cancer shortly before the book was released.[1]

Five levels of classification capacities: discrimination, rote, open-ended categorization, concepts, and abstract relations (Herrnstein, 1990).

The matching law

Perhaps Herrnstein's most notable accomplishment in this field was the formulation of the matching law. According to the matching law, choices are distributed according to rates of reinforcement for making those choices. An instance of this for two choices can be stated mathematically as

\frac{R_1}{R_1 + R_2} = \frac{r_1}{r_1 + r_2},

where R1 and R2 are rates of response for two alternative responses, and r1 and r2 are rates of reinforcement for the same two responses. Behavior conforming to this law is 'matching,' and explanations of matching and departures from matching constitute a large and important part of the literature on behavioral choice.

Selected bibliography

References

External links