The name is absent



Table 2. Cross country energy intensity inequality according to the Theil
index and multiplicative factorial decomposition.

Energy
intensity
inequality

Transformation
component
Tf

Final use
component
Tw

Interaction
component
interf,w

1971

0.1281

0.0087

0.1339

-0.0145

(6.8%)

(104.5%)

(-11.3%)

1975

0.1270

0.0055

0.1323

-0.0108

(4.4%)

(104.2%)

(-8.5%)

1980

0.1140

0.0051

0.1217

-0.0127

(4.4%)

(106.8%)

(-11.2%)

1985

0.0935

0.0054

0.0997

-0.0116

(5.8%)

(106.7%)

(-12.4%)

1990

0.1051

0.0041

0.1105

-0.0095

(3.9%)

(105.2%)

(-9.0%)

1995

0.0874

0.0049

0.0899

-0.0074

(5.6%)

(102.8%)

(-8.4%)

2000

0.0692

0.0044

0.0681

-0.0033

(6.3%)

(98.5%)

(-4.8%)

2006

0.0599

0.0047

0.0579

-0.0028

(7.9%)

(96.8%)

(-4.7%)

Source: Authors’ own calculations based on the IEA (2009a, 2009b). Percentages with respect
to global inequality are in parentheses.

The results reveal a clear reduction in cross country primary energy intensity
inequality. This is in line with findings from previous studies (Duro and Padilla,
2006; or for the specific case of the OECD countries: Sun, 2002; Alcantara and
Duro, 2004; Duro
et al., 2010). For the period of analysis, a more than fifty per
cent decline in energy intensity differences is observed. According to IEA data,
global primary energy intensity level decreases by 25.5% over this period.
Therefore, the reduction of energy intensity inequality means convergence to
lower values.



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