
handle: 11250/2630478 , 10419/192102
It is shown that if social welfare is the sum of logarithmic utility function, the optimal income distribution and the welfare effect of any income redistribution is independent of the equivalence scales. In optimum all households have the same per capita income. Based on this observation it is discussed to what extent traditional welfare theory can be said to be concerned about fair income distribution.
ddc:330, income distribution, VDP::Matematikk og Naturvitenskap: 400::Matematikk: 410::Statistikk: 412, Equivalence scales; income distribution; logarthmic utility., Equivalence scales, logarthmic utility., D63, JEL classification: D10, D31, JEL classification: D31, D10, JEL classification: D63, jel: jel:D63, jel: jel:D31, jel: jel:D10
ddc:330, income distribution, VDP::Matematikk og Naturvitenskap: 400::Matematikk: 410::Statistikk: 412, Equivalence scales; income distribution; logarthmic utility., Equivalence scales, logarthmic utility., D63, JEL classification: D10, D31, JEL classification: D31, D10, JEL classification: D63, jel: jel:D63, jel: jel:D31, jel: jel:D10
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