Rational Choice Theory
From Geography
GijsJansen (Talk | contribs) (Created page with "This theory assumes that all the social interaction of people is determined by peoples ratio. All social action is fundamentally rational of character and that we all make a calc...") |
|||
(5 intermediate revisions not shown) | |||
Line 1: | Line 1: | ||
- | This theory assumes that all the social interaction of people is determined by peoples ratio. All social action | + | This theory assumes that all the social interaction of people is determined by peoples ratio. All social [[action]] |
is fundamentally rational of character and that we all make a calculate what an action would cost our what the benefit | is fundamentally rational of character and that we all make a calculate what an action would cost our what the benefit | ||
from it would be. This theory distinguishes itself from other theories because is denies any other kind of action | from it would be. This theory distinguishes itself from other theories because is denies any other kind of action | ||
but the purely rational and calculative (Scott, 2000, p.126). | but the purely rational and calculative (Scott, 2000, p.126). | ||
- | + | ||
- | + | The [[rationality]] described by the Rational Choice Theory is different than used in the philosophical our common way. | |
+ | In this theory rationality is understood as a decision whereby peoples action is determined balancing costs against | ||
+ | benefits. The main goal of action is to maximize personal advantage. | ||
+ | |||
+ | ==== Keythinkers ==== | ||
+ | |||
+ | A key figure of developing this theory was George Homans who set up the basis for the exchange theory. Later on, in | ||
+ | the 1960´s and 70´s Coleman, Blau and Cooke extended the theory and it´s framework introducing mathematic models of rational | ||
+ | action. Rational choice theorists even became more orientated on the mathematical aspect of social action. The theory became | ||
+ | closely linked to microeconomics (Scott, 2000, p.127). | ||
+ | |||
+ | |||
+ | ---- | ||
+ | |||
+ | ==== References ==== | ||
+ | |||
+ | Scott, J. (2000). Rational Choice Theory. In Browning, G. & Halcli, A., & Webster, F., UNderstanding Contemporary | ||
+ | Society: Theories of the Present (126-138). London: SAGE Publications. | ||
+ | |||
+ | ==== Contributors ==== | ||
+ | |||
+ | * ''Published by Gijs Jansen''--[[User:GijsJansen|GijsJansen]] 21:36, 20 October 2011 (CEST) | ||
+ | * ''Links added by --[[User:LarsPaardekooper|LarsPaardekooper]] 10:26, 26 October 2012 (CEST) |
Latest revision as of 08:26, 26 October 2012
This theory assumes that all the social interaction of people is determined by peoples ratio. All social action is fundamentally rational of character and that we all make a calculate what an action would cost our what the benefit from it would be. This theory distinguishes itself from other theories because is denies any other kind of action but the purely rational and calculative (Scott, 2000, p.126).
The rationality described by the Rational Choice Theory is different than used in the philosophical our common way. In this theory rationality is understood as a decision whereby peoples action is determined balancing costs against benefits. The main goal of action is to maximize personal advantage.
Keythinkers
A key figure of developing this theory was George Homans who set up the basis for the exchange theory. Later on, in the 1960´s and 70´s Coleman, Blau and Cooke extended the theory and it´s framework introducing mathematic models of rational action. Rational choice theorists even became more orientated on the mathematical aspect of social action. The theory became closely linked to microeconomics (Scott, 2000, p.127).
References
Scott, J. (2000). Rational Choice Theory. In Browning, G. & Halcli, A., & Webster, F., UNderstanding Contemporary Society: Theories of the Present (126-138). London: SAGE Publications.
Contributors
- Published by Gijs Jansen--GijsJansen 21:36, 20 October 2011 (CEST)
- Links added by --LarsPaardekooper 10:26, 26 October 2012 (CEST)