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BoundedRationality_TheAdaptiveToolbox.pdf

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7<br />

The Fiction of Optimization<br />

Gary Klein<br />

Klein Associates Inc., 1750 Commerce Center Blvd. North,<br />

Fairborn, OH 45324, U.S.A.<br />

ABSTRACT<br />

One of the definitions of optimizing a decision choice is to be able to maximize expected<br />

utility. Several analytical procedures have been developed to help people pursue this<br />

goal, even though researchers and practitioners realize that in field settings, it will not be<br />

possible to maximize expected utility. This chapter lists a number of barriers to selecting<br />

an optimal course of action and further asserts that optimization should not be used as a<br />

gold standard for decision making. An alternative approach, based on the strategies of<br />

chess grandmasters, is proposed as a substitute.<br />

INTRODUCTION<br />

Optimization refers to the attempt to find the best option out of a set of potential<br />

courses of action. Simon (1955, 1972) contrasted optimization with satisficing.<br />

He defined optimization as the selection of best choice, the one with the highest<br />

expected utility. (A more technically accurate term would be "maximizing," as<br />

in maximizing expected utility, rather than "optimizing.") Unfortunately, according<br />

to Simon, the computational requirements for optimizing are usually<br />

too high for decision makers. Therefore, people will satisfice, which means selecting<br />

the first course of action that appears to be successful, even if it is not the<br />

best. Satisficing is a heuristic that allows decision makers to overcome their limited<br />

information-processing capacities.<br />

The concept of optimization relies on a number of assumptions. These assumptions<br />

are very restrictive. I have not identified any decision researcher or<br />

analyst who believes that these assumptions will be met in any setting, with the<br />

possible exception of the laboratory or the casino. In the majority of field set<br />

tings, there is no way to determine if a decision choice is optimal owing to time<br />

pressure, uncertainty, ill-defined goals, and so forth. Some of these problems

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