Abstract
In a neo-classical aggregate production and Stochastic Impacts by Regression on Population, Affluence and Technology (STIRPAT) modeling framework, the paper attempts to explore the relationship between disaggregated energy consumption, economic growth, and carbon dioxide emissions in case of five emerging market economies—Brazil, Russia, China, India, and South Africa (BRICS) over the period 1992 to 2016. The study applied the robust unit root, cointegration, and long-run elasticity estimation methods like Pooled Mean Group and differenced panel generalized method of moments for empirical exercise. Having detected the panel heterogeneity and cross-sectional dependence, the cointegration tests documented the evidence of a long-run association among the variables. In the long-run, capital, labor, and non-renewable energy consumption are found to affect the economic growth positively. On the contrary, the impact of renewable energy consumption on the economic growth is found be positive but statistically insignificant. Moreover, population, per-capita income, and non-renewable energy consumption are found to increase the emissions whereas renewable energy consumption decreases them. Therefore, along with a proper emissions controls, BRICS countries should design and implement effective support policies so as to ensure the economic growth along with environmental sustainability.
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Nobuo Tanaka, Executive Director (IEA 2009b), emphasized this prognosis as follows: “The message is simple and stark: if the world continues on the basis of today’s energy and climate policies, the consequences of climate change will be severe. Energy is at the heart of the problem—and so must form the core of the solution (Apergis et al. 2010).
Renewable energy is projected to be the fastest growing world energy source (International Energy outlook 2010).
Renewable Energy Policy Network for the twenty-first century.
Like renewable energy tax credits, installation rebates for renewable energy systems, renewable energy portfolio standards, and the creation of markets for renewable energy certificates.
The time period between 1992 and 2016 covers the period when most of the renewable initiatives have been implemented across countries.
According to Ozturk (2010), using different data sets, alternative econometric methodologies and different country’s characteristics are the main reasons of the conflicting result.
Refer to Ozturk (2010) for a detailed survey.
In 2015, the combined nominal GDP of BRICS countries equals around US$16.6 trillion, equivalent to approximately 22% of the gross world product.
Moroney (1992: 337) rightly argues: “It is one thing to correctly cite energy’s small cost share in GNP, but an error to conclude, on this account, that energy plays a secondary role. Its role is primary, coequal with capital formation.”
Technically cross-sectional dependence may arise due presence of common shocks and unobserved components that ultimately become part of the error term, spatial dependence, and idiosyncratic pairwise dependence in the disturbances with no particular pattern of common components or spatial dependence (De Hoyos and Sarafidis 2006).
if there is sufficient cross-sectional dependence in the data and this is ignored in estimation, the decrease in estimation efficiency can become so large that, in fact, the pooled (panel) least-square estimator may provide little gain over the single-equation ordinary least squares (Phillips and Sul, 2003).
The test is usually applied where T < N, a panel situation where the LM test statistic enjoys no desirable statistical properties in that it exhibits substantial size distortions (Pesaran 2004). In addition, the test can be applied in both balanced and unbalanced panels.
To conserve space, the details of the panel unit root and stationarity tests have been omitted.
In these test statistics, autoregressive coefficients are pooled across different countries to check for the stationarity or otherwise of estimated residuals by taking cognizance of common time factors and heterogeneity of cross sections.
These statistics are based on averages of the individual autoregressive coefficients associated with the unit root tests of the residuals for each country in the panel.
There are three dynamic estimators of this family available in the literature like dynamic fixed effects (DFE), mean group (MG) given by Pesaran and Smith (1995), and Pooled Mean Group (PMG) developed by Pesaran and Smith, 1995, Pesaran et al., 1999. The first one completely avoids the heterogeneity and only intercepts, and error variances are allowed to vary. In the second one, intercepts, slope coefficients (both short and long run), and error variances are allowed to vary. And finally, PMG estimator allows the intercepts, error variances, and short-run slope coefficients to vary across groups; however, the long-run parameters are assumed to be the same. The choice for the appropriate estimator is decided by the Hausman 1978 test. As reported in Tables 5 and 7, Hausman test favors the null of “difference in long-run coefficients not systematic,” and hence, PMG is applied in both the cases of economic growth and CO2 emission analysis.
If φi = 0, then there is an evidence of no cointegration.
There are two versions of panel GMM—first differenced and system GMM. The first differenced GMM uses the entire data in first differences in a single equation framework. However, system GMM uses the level equation to obtain a system of two equations: one differenced and one in levels. By adding the second equation, additional instruments can be obtained. Because system GMM uses more instruments than the difference GMM (to gain more efficiency), it may not be appropriate to use system GMM with a data set with a small number of countries, which in this study is only 5. So difference GMM is applied instead of system GMM.
“The Indian energy sector is predominantly coal-based (69%), with 5% non-hydro renewables and 12% hydropower. Financing and coordination between renewable resource–rich states (Tamil Nadu, Gujarat, and Rajasthan) and the rest of the country are major challenges for grid-integration purposes,” Bhattacharya et al. 2016. Similarly, Brazil, Russia, and South Africa are also underdeveloped so far as the relative percentage of REC in total energy consumption is concerned. However, china has been moving quite increasingly towards renewable energy adoption. Since China was home to more than one-quarter of the world’s renewable power capacity in 2016 (REN21 2017).
The sign of N changed from positive to negative, and this may be due to diminishing returns to variable factor which in the short-run is labor.
Calculated as the inverse of the absolute value of the error correction term (ECT), (Apergis et al. 2010)
The test for AR (1) process, however, in first differences usually rejects the null hypothesis of no autocorrelation (Mileva 2007).
In this case, five instruments were used.
Except for GDP per-capita, with an impact of only 0.02 (positive) but statistically insignificant
In this case, as well, number of instruments used equals to the number of cross-sectional units involved in the analysis.
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Bhat, J.A. Renewable and non-renewable energy consumption—impact on economic growth and CO2 emissions in five emerging market economies. Environ Sci Pollut Res 25, 35515–35530 (2018). https://doi.org/10.1007/s11356-018-3523-8
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DOI: https://doi.org/10.1007/s11356-018-3523-8