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An algebraic approach to revealed preferences

Mikhail Freer and Cesar Martinelli ()

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Abstract: We propose and develop an algebraic approach to revealed preference. Our approach dispenses with non algebraic structure, such as topological assumptions. We provide algebraic axioms of revealed preference that subsume previous, classical revealed preference axioms, as well as generate new axioms for behavioral theories, and show that a data set is rationalizable if and only if it is consistent with an algebraic axiom.

Date: 2021-05
New Economics Papers: this item is included in nep-mic
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Working Paper: An Algebraic Approach to Revealed Preference (2020) Downloads
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