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Rational choice theory, also known as rational action theory, is a framework for understanding and often formally modeling social and economic behavior. It is the dominant theoretical paradigm in microeconomics. It is also central to modern political science and is used by scholars in other disciplines such as sociology. The 'rationality' described by rational choice theory is different from the colloquial and most philosophical uses of rationality. Although models of rational choice are diverse, all assume individuals choose the best action according to stable preference functions and constraints facing them. Most models have additional assumptions. Proponents of rational choice models do not claim that a model's assumptions are a full description of reality, only that good models can aid reasoning and provide help in formulating falsifiable hypotheses, whether intuitive or not. Successful hypotheses are those that survive empirical tests. Rational choice theory is a successor of much older descriptions of rational behavior.^{[citation needed]} It is widely used as an assumption of the behavior of individuals in microeconomic models and analysis. Although rationality cannot be directly empirically tested, empirical tests can be conducted on some of the results derived from the models. Over the last decades rational choice theory has also become increasingly employed in social sciences other than economics, such as sociology and political science.[1] It has had far-reaching impacts on the study of political science, especially in fields like the study of interest groups, elections, behaviour in legislatures, coalitions, and bureaucracy (Dunleavy, 1991).

Models that rely on rational choice theory often adopt methodological individualism, the assumption that social situations or collective behaviors are the result of individual actions.

Actions, assumptions, and individual preferences

Rational decision making entails choosing an action given one's preferences, the actions one could take, and expectations about the outcomes of those actions. Actions are often expressed as a set, for example a set of j exhaustive and exclusive actions:

A = {a₁,...,a_i,...,a_j}

For example, if a person is to vote for either Roger or Sara or to abstain, her set of possible voting actions is:

A = {Roger,Sara,abstain}

Individuals can also have similar sets of possible outcomes.

Rational choice theory makes two assumptions about individuals' preferences for actions:

• Completeness – all actions can be ranked in an order of preference (indifference between two or more is possible).
• Transitivity – if action a₁ is preferred to a₂, and action a₂ is preferred to a₃, then a₁ is preferred to a₃.

Together these assumptions form the result that given a set of exhaustive and exclusive actions to chose from, an individual can rank them in terms of her preferences, and that her preferences are consistent.

An individual's preferences can also take forms:

• Strict preference occurs when an individual prefers a₁ to a₂, but not a₂ to a₁.
• In some models, a weak preference can be held in which an individual has a preference for at least a_j, similar to the mathematical operator ≤.
• Indifference occurs when an individual does not prefer a₁ to a₂, or a₂ to a₁.

In more complex models, other assumptions are often incorporated, such as the assumption of independence axiom. Also, with dynamic models that include decision-making over time, time inconsistency may affect an individual's preferences.

Other assumptions

Often, to simplify calculation and facilitate testing, some possibly unrealistic assumptions are made about the world. These can include:

• An individual has full or perfect information about exactly what will occur under any choice made. More complex models rely on probability to describe outcomes.
• An individual has the cognitive ability and time to weigh every choice against every other choice. Studies in to the limitations of this assumption are included in theories of bounded rationality.

Utility maximization

Often preferences are described by their utility function or payoff function. This is an ordinal number an individual assigns over the available actions, such as:

The individual's preferences are then expressed as the relation between these ordinal assignments. For example, if an individual prefers the candidate Sara over Roger over abstaining, their preferences would have the relation:

Criticism

Both the assumptions and the behavioral predictions of rational choice theory have sparked criticism from various camps. Some people have developed models of bounded rationality, which hope to be more psychologically plausible without completely abandoning the idea that reason underlies decision-making processes. For a long time, a popular strain of critique was a lack of empirical basis, but experimental economics and experimental game theory have largely changed that critique (although they have added other critiques, mainly by demonstrating some human behavior that consistently deviates from rational choice theory).^{[citation needed]}

In their 1994 piece, Pathologies of Rational Choice Theory, Green and Shapiro argue that the empirical outputs of rational choice theory have been limited. They contend that much of the applicable literature, at least in Political Science, was done with weak methods and that when corrected many of the empirical outcomes no longer hold. When taken in this perspective, Rational Choice Theory has provided very little to the overall understanding of political interaction - and is an amount certainly disproportionately weak relative to its appearance in the literature (Green and Shapiro, 1994).

Benefits

Describing the decisions made by individuals as rational and utility maximizing may seem to be a tautological explanation of their behavior that provided very little new information. While there may be many reasons for a rational choice theory approach, two are important for the social sciences. First, assuming humans make decisions in a rational, rather than stochastic manner implies that their behavior can be modeled and thus predictions can be made about future actions. Second, the mathematical formality of rational choice theory models allows social scientists to derive results from their models that may have otherwise not been seen.

See also

• Bureaucracy
• Framing (economics)
• Homo economicus
• Neoclassical economics
• Organizational theory
• Positive political theory
• Public choice theory
• Rational expectations
• Social choice theory
• James S. Coleman
• Rational ignorance
• Rational pricing
• Rationality
• Vicarious problem solving
• Choice theory

References

• Allingham, Michael (2002). Choice Theory: A Very Short Introduction, Oxford.
• Arrow, Kenneth J. (1987). “Economic theory and the hypothesis of rationality," The New Palgrave: A Dictionary of Economics, v. 2, pp. 69-75.
• Becker, Gary S. (1978). The Economic Approach to Human Behavior. University of Chicago Press.
• Coleman, James S. (1990). Foundations of Social Theory
• Dunleavy, Patrick (1991). "Democracy, Bureaucracy and Public Choice: Economic Models in Political Science" (London: Pearson).
• Green, Donald P.; Shapiro, Ian. (1994). Pathologies of Rational Choice Theory: A Critique of Applications in Political Science. Yale University Press.
• Sen, Amartya (1987). “Rational behaviour," The New Palgrave: A Dictionary of Economics, v. 3, pp. 68-76.

External links

• Rational Choice Theory at Cornell University
• Rational Choice Theory at the Stanford Encyclopedia of Philosophy
• The Paradoxical Relationship Between Sociology and Rational Choice by Douglas Heckathorn
• Rational Choice Theory - Article by John Scott
• Rationality Controversy and Economic Theory from www.rationalitycontroversy.org/
• What Is Neoclassical Economics at Post-Autistic Economics Review