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The competitiveness versus the wealth of a country.

OPEN Scientific reports | 21 Sep 2012

B Podobnik, D Horvatić, DY Kenett and HE Stanley
Abstract
Politicians world-wide frequently promise a better life for their citizens. We find that the probability that a country will increase its per capita GDP (gdp) rank within a decade follows an exponential distribution with decay constant λ = 0.12. We use the Corruption Perceptions Index (CPI) and the Global Competitiveness Index (GCI) and find that the distribution of change in CPI (GCI) rank follows exponential functions with approximately the same exponent as λ, suggesting that the dynamics of gdp, CPI, and GCI may share the same origin. Using the GCI, we develop a new measure, which we call relative competitiveness, to evaluate an economy’s competitiveness relative to its gdp. For all European and EU countries during the 2008-2011 economic downturn we find that the drop in gdp in more competitve countries relative to gdp was substantially smaller than in relatively less competitive countries, which is valuable information for policymakers.
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Concepts
Probability theory, Exponential growth, Global Competitiveness Report, Radioactive decay, Exponential function, Competitiveness, Derivative, European Union
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