Download e-book for iPad: Agricultural and Rural Development Policies in the Baltic by Eric Burgeat, Stefan Tangermann

By Eric Burgeat, Stefan Tangermann

ISBN-10: 9264104283

ISBN-13: 9789264104280

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Additional info for Agricultural and Rural Development Policies in the Baltic Countries (Emerging Economies Transition)

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The main restricting factor is not the methodology, but the availability of basic data by which to apply it. As noted previously, some countries do not have even a single satisfactory regular data source that covers the overall income of their agricultural households. At a time when statistical resources are under pressure, there is little ability to improve existing data systems and even less to set up new ones. Priority has been given elsewhere, such as updating the EAA. Consequently the flow of results is likely to be uneven, at least until such time as a strong political signal is given by policy makers of the utility of this information.

A. a. a. : not available. See Diagram 1 for a definition of income indicators. 1. The coefficient of variation is the standard deviation divided by the average for the period. 2. Except for Japan, where it is workers’ households. T‚ˆ…pr) Secretariat’s calculations based on national statistics; GDP deflator from OECD Ih‡v‚hyÃ6pp‚ˆ‡† database. Update from OECD (2003h). +RZ ODUJH DUH LQFRPH GLVSDULWLHV" Many factors such as region, the structural characteristics of the farm and the household, and the economic environment, in particular the opportunities for off-farm earnings, affect the total income of farm households.

Not available. : not computable because of negative averages for some quartiles. See Diagram 1 for a definition of income indicators. The Gini coefficient (Ig) is calculated asà Ig ¦¦ | x i i xj | j 2n(n  1)x m ÃÃÃÃÃÃÃÃÃfor i = 1 to n and j = 1 to n where xi and xj are the average of group i and group j respectively, and xm is the average of the whole population. The greater the inequality, the higher the coefficient. When based on individual data and when all observations are positive, the Gini coefficient ranges from 0 to 1.

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Agricultural and Rural Development Policies in the Baltic Countries (Emerging Economies Transition) by Eric Burgeat, Stefan Tangermann


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