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Social and Behavioral Sciences Commons

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Economic Theory

Sergey Malakhov

Economics

Articles 1 - 3 of 3

Full-Text Articles in Social and Behavioral Sciences

Willingness To Overpay For Insurance And For Consumer Credit: Search And Risk Behavior Under Price Dispersion, Sergey V. Malakhov Sep 2014

Willingness To Overpay For Insurance And For Consumer Credit: Search And Risk Behavior Under Price Dispersion, Sergey V. Malakhov

Sergey Malakhov

When income growth under price dispersion reduces the time of search and raises prices of purchases, the increase in purchase price can be presented as the increase in the willingness to pay for insurance or the willingness to pay for consumer credit. The optimal consumer decision represents the trade-off between the propensity to search for beneficial insurance or consumer credit, and marginal savings on insurance policy or consumer credit. Under price dispersion the indirect utility function takes the form of cubic parabola, where the risk aversion behavior ends at the saddle point of the comprehensive insurance or the complete consumer …


Slutsky Equation And Negative Elasticity Of Labor Supply: Behavioral Bias Or Optimal Consumption-Leisure Choice?, Sergey V. Malakhov Jul 2014

Slutsky Equation And Negative Elasticity Of Labor Supply: Behavioral Bias Or Optimal Consumption-Leisure Choice?, Sergey V. Malakhov

Sergey Malakhov

One of the applications of the prospect theory is the behavioral phenomenon of the negative elasticity of the individual labor supply. This working paper argues that the negative elasticity of labor supply can be understood better with the help of the interpretation of the Slutsky equation with regard to the common consumption-leisure choice.


Equazione Di Slutsky “Nelle Loro Mani”: Il Centenario “Sulla Teoria Del Bilancio Del Consumatore”, Sergey V. Malakhov Apr 2014

Equazione Di Slutsky “Nelle Loro Mani”: Il Centenario “Sulla Teoria Del Bilancio Del Consumatore”, Sergey V. Malakhov

Sergey Malakhov

The paper presents the illustrative classroom application of the Slutsky equation to the consumption-leisure choice.