The turning points of carbon Kuznets curve: Evidences from panel and time-series data of 164 countries
Graphical abstract
Introduction
Over the last decades, the world has witnessed the unparalleled economic globalization development. The statistics are clear to support this. The GDP has increased from 1,423.6 billion US dollars in 1961 to 76,124 billion US dollars in 2013, accounting for nearly 53.4 times with an annual average rate of 8.1% (World Bank, 2013). However, the dramatic economic development has also triggered a number of environmental problems in particular the global warming (Chatzizacharia et al., 2016, Ji et al., 2016, Tan et al., 2017, Shen et al., 2017b, Pan and Li, 2016, Shen et al., 2016, Shen et al., 2017a). Global warming has aroused worldwide concerns, which can be evidenced from the signature of United Nations Framework Convention on Climate Change (UNFCCC) in 1992 and effectiveness of the Kyoto Protocol (2005) to the opening of the United Nations Climate Change Conference in 2009 in Copenhagen, and the 2015 Climate Change Meet in Paris. Therefore, it is urgent to take measures to deal with global warming.
The major increase in Greenhouse Gas (GHG) is attributed largely to carbon dioxide emissions (CO2) as the principal gas leading to global warming and climate change. According to the fifth report of the IPCC (2014), the carbon emission has increased from 9,434.4 million tons in 1961 to 34,649.4 million tons in 2011, accounting for almost 3.7 times with an average annual growth rate of 2.7%. The report further suggests that the value may double or even triple by the middle of this century if the growth of the emission cannot be effectively controlled. Stern (2007) warned that, if no action is taken to reduce emissions, the overall costs and risks of climate change will be equivalent to at least a 5% of global GDP loss each year. It is therefore considered important to maintain the coordinative development between economic development and carbon emission at the global level.
Conventionally, environmental Kuznets curve (EKC) presents a hypothesis that describes the relationship between economic development and environmental quality. It posits the existence of an inverted U-shaped relationship between per capita income and the environment quality, suggesting that while levels of environmental damage increase first with rising per capita GDP, then subsequently decline (Grossman and Krueger, 1991, Shafik and Bandyopadhyay, 1992). Ever since, the EKC hypothesis has become an independent research issue, provoking a large body of theoretical and empirical literature (Al-Mulali et al., 2015a, Bo, 2011, Jebli et al., 2016, Tutulmaz, 2015). However, when the dependent variable is carbon emission per capita, these studies are sometimes referred to as carbon Kuznets curve (CKC) hypothesis (Liddle, 2015). If the hypothesis of CKC is correct, a TP in the relationship between income per capita and carbon emission per capita should exist which would be attractive to policy makers (Tao et al., 2008). A TP implies that economic growth can improve both living standards and environmental quality to some extent (Richmond and Kaufmann, 2006). Therefore, a ‘belated’ TP may hinder the sustainable development of environment and economic. Reaching TP of CKC as soon as possible should be the target of each country. Thus, it is necessary to recognize the TP for each country as countries have experienced and will trend different economic and environmental development. Furthermore, CKC as the hypothesis of internal rules of development, that different countries have different characteristics, such as population scale, energy structure and technology level which are the factors affecting the carbon emission (Shahbaz et al., 2013, Yin et al., 2015), will lead to the different TPs of countries. Due to the different TPs, different countries will make different carbon emission reduction targets and adopt different strategies specifically. Galeotti et al. (2006) emphasized that the TP would allow the government to precisely know where his/her country is located along the curve, which will be helpful when making reduction targets and adopting relevant strategies. Therefore, this paper aims to identify the TPs of CKC of different countries.
The innovation and contribution of this paper with other references mainly lies in the following three aspects. First, this is the first study providing detailed country-by-country analyses by calculating the TPs of CKC in 164 individual countries. These findings reveal the gaps between carbon emission status and theoretical TP, which is helpful for effective and specific policy-making, and contributes particularly for global carbon emission reduction. Secondly, this study provides the benchmark for the each income level, which is useful for guiding carbon emission reduction at income level. Thirdly, this research innovatively combines the time-series and panel data analysis to identify the TPs in different countries and different income levels. By doing so, the results can be enriched, and the results from time-series data can ensure the results from panel data more reliable.
The reminder of this paper is organized as follows. Section 2 reviews the existing literatures examining the CKC hypothesis at different countries and regions. The method and data are introduced in Section 3. Section 4 displays the steps for testing the CKC hypothesis. Section 5 presents the empirical analysis of panel and time-series data. Section 6 demonstrates the discussion on the results from the empirical analysis results. Section 7 concludes this study.
Section snippets
Literature review
In order to identify the TP, the key step is to examine the hypothesis of CKC. If the CKC hypothesis for a country is accepted, the econometric model can be established, thus the TP can be identified. Currently, various researches have focused on examining the existence of CKC in individual counties. For example, Nasir and Rehman (2011) employed the Johansen method of cointegration to investigate the CKC hypothesis in Pakistan for the period 1972–2008, and confirmed the existence of CKC. Esteve
Method and data
For identifying the TP of CKC, the process can be divided into four steps. Firstly, the inverted U-shaped CKC hypothesis needs to be quantitatively described. Therefore, a theoretical econometric model of CKC hypothesis that contains two variables including carbon emission per capita and the GDP per capita is established. Secondly, with the aim of testing the CKC hypothesis, the original data of variables of 164 countries over the period of 1960–2011 are collected from World Bank database.
Steps for testing the CKC hypothesis
As discussion above, both of time-series and panel data analysis are appropriate and widely adopted to test the CKC hypothesis from the individual country level and a group of country level. Both the analyses can be divided into three steps: unit root test, cointegration test and cointegration estimation (Akbostancı et al., 2009). Unit root tests are used to test the stationarity of the variables. If variables are determined to be stationary in such a test, a cointegration test should be
Empirical analysis
By imputing the data into statistics package EVIEWS 8.0, the unit root test, cointegration test and cointegration estimation process for panel data and time-series data are presented as follows:
Results and discussions
As discussed in Section 3.1, after establishing the estimation model of CKC hypothesis, a TP can be identified by taking the derivative of the known quadratic functions of the CKC hypothesis model, the results of TPs of individual countries and panel groups therefore can be obtained as shown in Table 5. The average GDP growth rate of each country during the investigated period is used as the GDP growth rate of each country. The turning years (TYs) of each country and panel groups are calculated
Conclusions
This study investigated the TPs of countries at a global view using the time-series and panel data of 164 countries over the period 1960–2011. It was found the CKC hypothesis was accepted by 123 individual countries and the five panel groups classified in this study, namely global, HI, UMI, LMI and LI. The TPs of them have been identified respectively. In particular, three correlations are discovered. First, the higher income level may result in a higher possibility for countries accepting the
Acknowledgments
The authors would like to acknowledge the financial support for this research received from the National Social Science Foundation of China (Grant No.15BJY038 and 15AZD025).
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