This paper is about distributional perceptions with respect to inequality and risk. The Pigou Dalton principle of transfers is one of the fundamental axioms in the analysis of inequality. We examine to what degree it is followed by people who evaluate income distributions and, moreover, whether it also plays a role in risk comparisons. Furthermore, we ask whether information on the width of the income interval matters in the sense that a fulfilment of the transfer principle is, perhaps, more likely whenever, for example, transfers occur within a wide income interval. The questionnaire results we discuss are based on the responses of over 300 students from Germany
International audienceIn this paper, it is assumed that income does not have a linear correspondence...
Individuals in a society often have different degrees of aversion about risk. When individuals with ...
textabstractAs societies are increasingly concerned with social risks, it is important to evaluate r...
The evaluation of income distributions is usually based on the Pigou-Dalton (PD) principle which say...
We examine the specification and interpretation of the transfer principle in analysing income distri...
We examine the relationship between risk analysis and inequality analysis, using a questionnaire-exp...
Recent studies suggest that the Gini coefficient’s and people’s evaluations of income inequality dif...
This paper characterizes the set of income allocations attainable through a sequence of equalizing d...
The unidimensional pigou–dalton transfer principle demands that a regressive transfer in income—a tr...
This paper attempts to find a relationship between agents' risk aversion and inequality of incomes. ...
Existing literature suggests that an individual\u27s socioeconomic status may have a considerable ef...
This paper studies the relationship between income inequality and risk taking. Increased income ineq...
Although preferences for redistribution have been widely studied in the economic literature, their r...
This paper explores the implications of using multidimensional majorization criteria to derive inequ...
This thesis consists of four separate experimental studies that concern individuals’ preferences and...
International audienceIn this paper, it is assumed that income does not have a linear correspondence...
Individuals in a society often have different degrees of aversion about risk. When individuals with ...
textabstractAs societies are increasingly concerned with social risks, it is important to evaluate r...
The evaluation of income distributions is usually based on the Pigou-Dalton (PD) principle which say...
We examine the specification and interpretation of the transfer principle in analysing income distri...
We examine the relationship between risk analysis and inequality analysis, using a questionnaire-exp...
Recent studies suggest that the Gini coefficient’s and people’s evaluations of income inequality dif...
This paper characterizes the set of income allocations attainable through a sequence of equalizing d...
The unidimensional pigou–dalton transfer principle demands that a regressive transfer in income—a tr...
This paper attempts to find a relationship between agents' risk aversion and inequality of incomes. ...
Existing literature suggests that an individual\u27s socioeconomic status may have a considerable ef...
This paper studies the relationship between income inequality and risk taking. Increased income ineq...
Although preferences for redistribution have been widely studied in the economic literature, their r...
This paper explores the implications of using multidimensional majorization criteria to derive inequ...
This thesis consists of four separate experimental studies that concern individuals’ preferences and...
International audienceIn this paper, it is assumed that income does not have a linear correspondence...
Individuals in a society often have different degrees of aversion about risk. When individuals with ...
textabstractAs societies are increasingly concerned with social risks, it is important to evaluate r...