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Note on generated choice and axioms of revealed preference

Gyula Magyarkuti

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Abstract

In this article, we study the axiomatic foundations of revealed preference theory. Let P denote the strict and R the weak revealed preference, respectively. The purpose of the paper is to show that weak, strong, and Hansson's axioms of revealed preference can be given as identities using the generated choices with respect to P and R in terms of maximality and in terms of greatestness.

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In this article, we study the axiomatic foundations of revealed preference theory. Let P denote the strict and R the weak revealed preference, respectively. The purpose of the paper is to show that weak, strong, and Hansson's axioms of revealed preference can be given as identities using the generated choices with respect to P and R in terms of maximality and in terms of greatestness.

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Available abstract

In this article, we study the axiomatic foundations of revealed preference theory. Let P denote the strict and R the weak revealed preference, respectively. The purpose of the paper is to show that weak, strong, and Hansson's axioms of revealed preference can be given as identities using the generated choices with respect to P and R in terms of maximality and in terms of greatestness.

Key concepts: Axiom, Preference, Revealed preference, Mathematical economics, Mathematics, Axiomatic system, Econometrics, Statistics

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