Happiness Quantified: A Satisfaction Calculus Approach by Bernard van Praag, Ada Ferrer-i-Carbonell

By Bernard van Praag, Ada Ferrer-i-Carbonell

How will we degree happiness? this crucial and long-awaited e-book offers a brand new and unified method of the research of subjective pride and source of revenue overview. Drawing on empirical analyses of German, British, Dutch, and Russian information, it develops new technique to set up a version of health and wellbeing which include delight with existence as an entire and with numerous domain names of lifestyles. this system is utilized to review person and collective norms, to build family-equivalence scales, to estimate overall healthiness damages, reimbursement for externalities, and the development of tax price lists, and to outline subjective inequalities with appreciate to future health, source of revenue, and different domain names of existence. Written for a large readership of social scientists, the e-book provides a theoretical and empirical step forward right into a new and fruitful technique within the social sciences.

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Extra info for Happiness Quantified: A Satisfaction Calculus Approach

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The conventional two-sided interval is a 2a interval around the value of the estimate. There is a 95 percent chance that the real parameter value will be found in that interval. 812). 1. The densities of a sharp and a vague estimator Analysis of Income Satisfaction 21 We see that this confidence interval does not include the value zero. Hence, we call the estimate statistically significantly different from zero at the 95 percent level. It can easily be shown that the estimator is wow-significant if —2 < t < 2, because then the confidence interval would include the value zero.

16) prescribes how much a household would have to get on top of the structural family allowance that is provided by the state. In the ideal case that the state would fully compensate for additional children we would find that no additional compensation would be needed and the exponent would equal zero. (See also Buhmann et al. ) What is striking in this formula is that the correction factor does not depend on income. Hence, the rich household and the poor household would benefit from the same correction factor.

The essential question is the following. If In (fs) is increased by • In (/s),7 by how much has In (y) to be increased in order to keep the individual at the same satisfaction level? 15) an elasticity. 304. As a consequence of the functional double-log specification it is a constant elasticity. Let us assume that we start at an income level y0 and a household size of/s0, and/s increases to fs^, then we have to multiply the income y0 by the factor 7 We cast the question in terms of log differences because this is more convenient.

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