YTUP
Journals
About
Services
Guides
Sign InSubmit Article
HomeJournalsYildiz Social Science Review10.51803/yssr.1544004
YSYildiz Social Science Review
Get Alerted Download PDF
AbstractKeywords1. IntroductionSections4. Result And Discussion5. ConclusionReferencesShare and CiteRelated Articles
Article Open Access1 January 2025

Determining the Relationship Between Economic Growth Carbon Emission and Energy Consumption Panel Co

Order Reprints Cite Share

Ziya Gökalp Göktolga1

1CUMHURİYET ÜNİVERSİTESİ, İKTİSADİ VE İDARİ BİLİMLER FAKÜLTESİ, EKONOMETRİ BÖLÜMÜ

Yildiz Social Science Review 2025, Vol. 11, Issue 1, pp. 1-11; doi.org/10.51803/yssr.1544004

Download PDF View DOI record

Abstract

As it is known, CO2 is a greenhouse gas. Greenhouse gases contained in fossil fuels mix with the atmosphere and cause global warming on earth. Global warming causes many negative situations such as irregular rainfall, drought, difficulties in accessing fresh water, and changes in living biology. Thus, life on earth is becoming increasingly threatened. In this study, the relationship between CO2 emissions and renewable and fossil-based energy use, which are among the factors affecting economic growth, was applied in G-20 countries with panel data analysis. The data of the study were collected from the World Bank. A total of 589 data were studied in 19 countries and 31 time dimensions. AMG method was used for long-term estimation of the data by performing cross-section dependence, unit root tests and homogeneity tests. Granger causality test was performed between the variables. A positive relationship was found between GDP growth and CO2, and it was found that a one-unit increase in CO2 use would cause a 0.88-unit increase in GDP growth. Additionally, the study found that there is a unidirectional causality from renewable energy, fossil energy consumption and CO2 usage to GDP growth.

Keywords: AMG; Economic growth; G-20; global warming; granger causality; panel data

1. Introduction

The G20 is a group of 20 of the world’s leading countries in economic terms representing more than 80% of total gross domestic product (GDP), 80% of global investment, 75% of world trade and 66% of the world’s population (Paratama, 2023). 77% of the world’s total CO2 emissions (kt) are produced by G20 countries (World bank, 2024). Today’s increasing energy demand also gradually increases CO2 emissions which a greenhouse gas. Energy use and CO2 emissions in G20 countries, which have an important place in the world economy, naturally contribute to global warming. Therefore, it is important to investigate CO2 emissions and energy use in G20 countries. There are two ways to meet increasing energy demand. Either using fossil-based energy or using renewable energy sources. For this reason, countries’ energy production preferences may be based on fossil-based or renewable energy, sometimes out of necessity and sometimes to avoid costs. It

is important to see the change over the years in countries’ use of both fossil-based and renewable energy. It is also important to see the substitution of these energy types with each other over the years. Another issue is determining how these energy resources move with economic growth. The following graphs have been prepared to see the change in data on a country basis (Wold Bank, 2024). Figure 1 shows CO2 emissions (kt) in G20 countries. The highest CO2 emission belong to China. It is also noteworthy that CO2 emission are increasing in China. The country that produces the second highest CO2 emissions is the USA. However, US emission figures have not increased over the years examined have even started to decrease slightly in recent years. There is no significant change in the emission figures of other countries. Renewable energy consumption rates are shown in Figure 2. When consumption rates are examined, it is seen that renewable energy consumption has decreased

Yıldız Social Science Review, Vol. 11, No. 1, pp. 1−11, 2025

Figure 2. Renewable energy consumption rate (%). significantly in Indonesia, India and China. Fluctuations in other countries do not appear to be very significant. The fossil fuel consumption rate is shown in Figure 3. When the rates are examined, it is seen that fossil fuel use has increased significantly in India and Indonesia between the years examined. Additionally, it is seen that there have been significant increases in Brazil and Japan after 2015. Figure 4 shows the GDP growth rates of G20 countries between years of 1990 and 2020. According to the figure,

1998, 2002, 2009 and 2020 are the years when serious declines occurred. These years generally represent crisis years whose effects appear with a one-year delay. These; The Asian crisis centered on Thailand in 1997 (Lane, 1999), the financial crisis centered on Turkey in 2001(Turan, 2011), the global economic crisis centered on the USA in 2008 (El-Erian, 2008), and the global contraction caused by Covid-19 in 2020.

Yıldız Social Science Review, Vol. 11, No. 1, pp. 1−11, 2025

Sections

One of the aims of this study is to determine whether there is a relationship between the economic growth of countries and carbon dioxide emissions. To achieve this goal, G20 countries were chosen as the study area. In the literature, studies have been conducted to determine the relationship between carbon dioxide emissions and economic growth in various countries or groups of countries. Esso and Keho (2017) conducted energy consumption, economic growth and carbon emissions in selected African countries. The relationships between CO2 emissions, energy consumption and income were studied by Ajmi et al. (2015). In the article conducted by Zhang and Cheng (2009) energy consumption, carbon emissions and economic growth have been studied in China. Ang (2008.) examined economic development, pollutant emissions and energy consumption in Malaysia. Another aim of this study is to determine the direction and degree of the relationship between economic growth and energy consumption in G20 countries. To achieve this goal, the energy variable has been divided into renewable and fossil fuel energies. Thus, it has been possible to see the change in the consumption of renewable energies and fossil-based energies over the years. Many studies have been conducted in the literature on the relationship between energy variables and economic growth. The first article examining the causality relationship between energy consumption and GDP using data between 1947 and 1974 was written by Kraft and Kraft (1978). Energy imports are also primarily responsible for environmental degradation.

In this context, renewable energy resources are considered as an alternative to non-renewable resources in order to protect the natural environment (Yadav and Mahalik, 2024). The relationship between energy consumption and GDP is crucial for realizing their future development and growth objectives (Mishra et al., 2009). Economic growth is among the most significant issue to be considered in projecting changes in world energy consumption. Therefore, the investigation of the relationship between energy consumption and economic growth has received a great deal of attention during the past years (Omri et al., 2015). Bozoklu and Yilanci (2013) conducted a causal relationship between energy consumption and economic growth for 20 OECD countries. It was also aimed to determine whether there is cointegration between the variables in the study. For this aim, comments were made with the Augmented Average Group (AMG) results developed by (Eberhardt and Teal, 2010) and (Eberhardt and Bond, 2009) which show long-term relationships. It was also aimed in the study to determine the causality results developed by Dumitrescu and Hurlin (2012). Causality between variables was examined bidirectionally. Lee (2005) studied energy consumption and GDP in developing countries a cointegrated panel analysis. The impact of GDP growth, industrialization, energy use and urbanization on CO2 emissions in developing countries was revealed by Sikder et al. (2022) through the panel ARDL approach. The relationship between energy saving and sustainable economic growth was examined by Chang and Carbello (2011) in the example of Latin America and the Caribbean. Mozumder and Marathe (2007) studied

Yıldız Social Science Review, Vol. 11, No. 1, pp. 1−11, 2025

causality relationship between electricity consumption and GDP in Bangladesh. Huang et al. (2008) examined the causal relationship between energy consumption and GDP growth with a dynamic panel data approach. Oh and Lee (2004) The causal relationship between energy consumption and GDP was re-examined for Korea between 1970 and 1999. Soytaş and Sarı (2009) in her article examined the long-term Granger causality relationship between economic growth, carbon dioxide emissions and energy consumption in Turkey by controlling for gross fixed capital formation and labor. Soytaş at al (2007) in their article they investigated the impact of energy consumption and production on carbon emissions in the United States. Relationship between Electrical Energy Consumption and GDP, causal link Researched for 17 countries in Latin America, Canada and USA. Rodríguez-Caballeroa and Ventosa-Santaulàriab (2016). Relationships between GDP and electricity consumption in 10 developing Asian countries are estimated using panel data procedures. Empirical results from a single data set show that there is a unidirectional short-term causality from economic growth to electricity consumption (Chen et al., 2007). Chu and Chang (2012) conducted nuclear energy consumption, oil consumption and economic growth in G-6 countries. Heil and Selden (1999) studied panel stationarity with structural breaks for carbon emissions and GDP. The relationships between energy consumption, pollution emission and economic growth in Nepal were studied by Bastola and Sapkota (2015). Temporal analysis of cross-country distribution patterns of carbon dioxide emissions and income was made by Coondoo and Dinda (2008). In the article written by Friedl and Getzner (2003), the relationship between economic development and carbon dioxide (CO2) emissions was investigated for Austria, a small, open and industrialized country. Halıcıoğlu (2009) conducted an econometric study on CO2 emissions, energy consumption, income and foreign trade in Turkey.

3.1. Data

The data of the research consists of G20 countries which are Argentina, Australia, Brazil, Canada, China, Germany, France, Indonesia, India, Italy, Japan, Korea Rep., Mexico, Russia Fed., Saudi Arabia, Turkiye, South Africa, United Kingdom, United States. The European Union is a G20 member but is not included in the data because it is not a country. Cross-sectional data were collected from these countries (N = 19). Annual data between 1990 and 2020 were used as the time period in the study (T=31). The analysis of the data was run in Stata and Eviews programs. Table 1 shows the names, explanations and sources of the variables. In this study, GDPG was added as a dependent variable, thus it is possible to estimate the direction and degree of the relationship between CO2 emissions and the growth of countries. In addition, renewable energy and fossil fuel energy were added to the model and the model was established as follows equation (1). GDPGit = α0i + β1i CO2it + β2i RECit + β3i FFECit + εit

The data of the variables in the model were converted to natural logarithms and the model was reconstructed as in equation (2). lnGDPGit = α0i + β1ilnCO2it + β2ilnRECit + β3ilnFFECit + εit

Annual percentage growth rate of gross domestic product (GDP) at market prices based on constant local currency. CO2 emissions (kt).

Carbon dioxide emissions are those stemming from the burning of fossil fuels and the manufacture of cement. They include carbon dioxide produced during consumption of solid, liquid, and gas fuels and gas flaring. REC

Renewable energy consumption (% of total final energy consumption).

Renewable energy consumption is the share of renewable energy in total final energy consumption. FFEC

In the formulas, βi(i=1,2,3) represents the coefficient of the independent variables, α is the constant term, ε is the stochastic term. Additionally, i refers to the cross section and t refers to time. Descriptive statistics are shown in Table 2. A total of 589 panel data were studied for 19 countries and 31 years between 1990-2020. The mean, standard deviation, minimum and maximum values of ​​ the data are shown in Table 2.

Fossil fuel energy consumption (% of total). Fossil fuel comprises coal, oil, petroleum, and natural gas products.

Yıldız Social Science Review, Vol. 11, No. 1, pp. 1−11, 2025

The correlation matrix is ​​shown in Table 3 to reveal the direction and degree of the relationship between the variables. When looking at the relationship between the dependent variable (GDPG) and the independent variables, it is seen that there is a positive relationship with CO2 use and renewable energy consumption (REC), but a negative relationship with fossil fuel consumption. CO2, as the independent variable, shows the strongest relationship with the dependent variable. As expected, a negative relationship was found between renewable energy consumption and CO2 use. In addition, it has been determined that there is a negative relationship between renewable energy consumption and fossil fuel consumption, which are independent variables. Fossil fuel consumption is gradually decreasing as renewable energy replaces fossil fuel.

3.2. Methodology

Before running long-term coefficient estimates, it is important to find the results of cross-section test, homogeny test and unit root tests. The cross-section test is selected based on the Slope Homogeneity test results. 3.2.1. Homogeneity test and cross-section dependency test methodology In this study, the slope heterogeneity and homogeneity test developed by (Pesaran and Yamagata, 2008) (Blomquist and Westerlund, 2013) was used. Cross-section dependency tests were performed according to the slope heterogeneity and homogeneity test results (Li et al., 2020) investigated the estimation and inference issues of heterogeneous coefficients in panel data models with common shocks. (Pesaran and Yamagata, 2008) purposed a test for large panel but the test cannot deal with the practically relevant case of heteroskedastic and/serially correlated errors. The study proposes a generalized test that accommodates both features. (Blomquist and Westerlund, 2013).

Breusch-Pagan LM, Pesaran scaled LM and Pesaran CD were used as cross-section dependency tests. While the Breusch-Pagan LM test was developed by Breusch and Pagan (1980), the Pesaran scaled LM test and the Pesaran CD test were developed by Pesaran (2021) and Pesaran and Yamagata (2008). 3.2.2. Unit root test methodology Before performing the panel cointegration test, the stationarity of the variables must be tested. If there is cross-sectional dependence in the data, the second generation unit root test should be used. In this study, the CIPS test developed by Pesaran (2007), one of the second generation unit root tests, was used. CIPS test proposed a simple alternative to standard augmented Dickey-Fuller (ADF) regressions, in which the lagged levels and first differences of the individual series are augmented with cross-sectional averages. New asymptotic results are obtained for both individual cross-sectionally augmented ADF (CADF) statistics and their simple averages (Pesaran, 2007: 266-267). Based on cross-sectional augmented Dickey-Fuller (CADF) statistics, the CIPS unit root test statistic is shown as follows; y t-1 +di Δy−t + eit Δyit = ai + biyi,t-1 + ci −

3.2.3. Panel cointegration test methodology Before determining the Augmented Mean Group (AMG) estimators, the error correction model (ECM) test was performed to determine whether there was cointegration among the variables. Panel ECM test was developed by Westerlund (2007). The results obtained by Westerlund (2007) showed that the tests have good small sample properties with small size distortions and high power compared to other popular residual-based panel cointegration tests. Panel ECM test produces more consistent results in the presence of cross-sectional dependence and slope heterogeneity (Jalil, 2014). While Gt and Ga statistics show the existence of cointegration for the group averages, Pt and Pa statistics show whether there is cointegration for the entire panel. In the ECM test, the null hypothesis is no cointegration. The alternative hypothesis is that cointegration exists.

Yıldız Social Science Review, Vol. 11, No. 1, pp. 1−11, 2025

3.2.4. Cointegration estimators’ methodology After determining the existence of cointegration between variables, the next step is to estimate this relationship. This study uses the second-generation estimation technique of AMG to estimate the long-run coefficients. Augmented Mean Group (AMG) estimates panel time series models with heterogeneous slopes (Stata 17). Augmented Mean Group estimator introduced in Eberhardt and Teal (2010) and Eberhardt and Bond (2009). In this method, the degrees of cointegration of the variables in the model do not have the same feature, the relationships between the over-sections are monitored and different coefficients can be estimated for the cross-section equations (Acaravcı et al, 2015). The AMG estimator provides robust estimates of the CSD and allows for country-specific heterogeneity and stationary deliveries of the series (Saqib and Benhmad, 2021; Cengiz and Manga, 2023). Mean Group approach is a related approach which we term the Augmented Mean Group (AMG) estimator accounts for cross-section dependence by inclusion of a “common dynamic process” in the country regression. This process is extracted from the year dummy coefficients of a pooled regression in first differences (FD-OLS) and represents the levels-equivalent mean evolution of unobserved common factors across all countries. Provided the unobserved common factors form part of the country-specific cointegrating relation (Pedroni, 2007), the augmented country regression model encompasses the cointegrating relationship, which is allowed to differ across i.(Eberhardt and Teal, 2010: 7-8): In the second stage, the 𝜇̂𝑡 variable is added to each of the regressions of N standard units. It is estimated by the following equations; Stage 1

3.2.5. Causality test methodology In this study, the granger causality test was used. Granger causality test was developed by Dumitrescu and Hurlin (2012). Regression model using panel causality test. It takes into account the heterogeneity and heterogeneity of causal relationships (Pehlivan, at al., 2020).

Let us denote by x and y, two stationary variables observed for N individuals on T periods. For each individual i= 1,..,N, at time t= 1,..,T, we consider the following linear model (Dumitrescu and Hurlin, 2012: 1451): (7) with K ∈ N and βi= (βi(1),…,βi(K) )'. For simplicity, the individual effects αi are supposed to be fixed in the time dimension. Initial conditions (yi,−K,…,yi, 0) and (xi,−K,… ,xi, 0) of both individual processes yi,t and xi,t are given and observable. The null hypothesis and alternative hypothesis are as follows: H0: x does not Granger-cause y. H1: y does Granger-cause x for at least one panelvar.

4. Result And Discussion

Table 4 shows the results of (Pesaran and Yamagata. 2008) slope heterogeneity and homogeneity test. The null hypothesis in the test is that the slope coefficients are homogeneous. According to the test results, the homogeneity of the slope coefficients was rejected at the 0.01 significance level and it was concluded that the slope coefficients were heterogeneous across all cross-sections. Breusch-Pagan LM, Pesaran scaled LM and Pesaran CD cross-section tests results are shown in Table 5 These tests developed by Breusch and Pagan (1980), Pesaran (2021). The null hypothesis that cross-sectional independence was rejected significance level at 0,01 for all variables. Test results show that there is cross-sectional dependence for all variables. CIPS unit root test (Pesaran, 2007) results are shown in the table 6. In the CIPS test, the null hypothesis is that it contains a unit root. The results were tested for models with constant and with constant and trend. Since the CIPS Table 4. Testing for slope heterogeneity and homogeneity Delta

* indicate significance level at 1%. parentheses indicate P value.

Yıldız Social Science Review, Vol. 11, No. 1, pp. 1−11, 2025

statistical values ​​were found to be lower than the critical values ​​given at the bottom of the Table 6, the null hypothesis was accepted for all variables. It was found to be I(1) in all variables, both in constant and constant and trend models. Critical values at the 5% level are 2,21 for level and first difference with constant. Critical values at the 5% level are 2,73 for level and first difference with constant and trend. ECM test results are shown in Table 7. According to the results, the null hypothesis is rejected and it is decided that there is cointegration in all groups (Gt, Ga) and the entire panel (Pt, Pa). Once the existence of panel cointegration is determined, the panel estimators stage can be started. The results of Augmented Mean Group (AMG), the panel cointegration estimator, are as follows: Augmented Mean Group (AMG) results are shown in Table 8. According to Augmented Mean Group estimator (AMG) results, the existence of a positive relationship between CO2 use and growth in GDP is at the 0.001 Table 7. Error correction model (ECM) panel cointegration tests Statistic

significance level. The increase in CO2 use increases the growth in GDP. One unit increase in CO2 use causes a 0.88 unit increase in GDP growth. Sikder et al. (2022) stated by the short-term estimate found a positive relationship between GDP growth, CO2 emission. According to AMG results, there is no significant relationship between renewable energy consumption and GDP growth. In the research conducted by Demir and Görür (2020) in OECD countries, the following conclusion was reached; A one unit increase in renewable energy consumption created a 0.529 unit increase in GDP. In the panel results by Omri et al. (2015), the GDP variable was found to be significant at the 5% significance level and was determined to have a positive slope. It was determined that a 0.227% growth in the economy caused an increase in additional energy demand of 0.23%. According to AMG results, there is no significant relationship between fossil fuel energy consumption and GDP growth. Rahman and Velayutham (2020) indicated positive effects of capital on economic growth, which ultimately supports for having more capital stock in Pakistan and Sri Lanka. Economic growth also encouraged non-renewable energy usage in Pakistan. Table 9 shows the granger causality results. When the causality results are examined, it is seen that there is a Granger causality relationship from the independent variables to the dependent variable. Carbon dioxide use, renewable energy consumption and fossil fuel energy consumption are the causes of gross domestic product. In the study conducted by Chien and Hu (2008), the relationship

Table 8. Augmented mean group estimator (AMG) results Coefficient

Number of obs = 589 Wald chi2(3) = 13.47 Prob > chi2 = 0.0037 * indicate significance level at 1%. Variable 00000R_c refers to the common dynamic process

Yıldız Social Science Review, Vol. 11, No. 1, pp. 1−11, 2025

Table 9. Causality test results Null hypothesis (H0): no causality

* indicate significance level at 1%. H0: x does not Granger-cause y. H1: x does Granger-cause y for at least one panelvar.

between economic growth and renewable energy may make renewable energy more economical in the countries examined. In the mentioned studies, the existence of a causal relationship between energy use and economic growth was found to be important (Asafu-Adjaye, 2000; Akinlo, 2008; Adewuyi, 2016). There is no Granger causality relationship from the dependent variable to the independent variables. Growth in GDP is not a cause of carbon dioxide use, renewable energy consumption and fossil fuel consumption.

5. Conclusion

In the study, GDP growth was taken into the model as the dependent variable. CO2 usage, renewable energy consumption and fossil fuel energy consumption were included in the model as independent variables. According to AMG results in the study, a positive relationship was found between CO2 use and GDP growth. According to the Granger causality results in the study, a unidirectional causality relationship was found from CO2 use to GDP growth. A unidirectional causality relationship was also found from renewable energy consumption and fossil fuel energy consumption to GDP growth.) The effect of CO2 emissions and energy consumption on social and economic variables was examined by Pehlivan, at al. (2020). Unidirectional causality was determined from CO2 emissions to health expenditures and GDP per capita. CO2 production is actually associated with growth in agriculture, industry and services sectors. There is a very strong relationship between energy use and agricultural productivity (Karkacier et, al., 2006). The increasing number of facilities in the industry both fuels energy demand and increases CO2 emissions along with production. As it is known, CO2 is a greenhouse gas. Greenhouse gases contained in fossil fuels mix with the atmosphere and cause global warming on earth. Global warming causes many negative situations such as irregular rainfall, drought, difficulties in accessing fresh water, and changes in living biology. Thus, life on earth is becoming increasingly threatened. With such studies, variables related to economic growth can be determined. These variables can be considered separately and useful suggestions can be made to policy makers. Nowadays, countries want to have better economic and

environmental living conditions. The best way to achieve this is to grow economically while also protecting the environment. These concepts are not rivals to each other. So there is no need to give up one to choose the other. The way to achieve balanced development is to protect both the environment we live in and the environment where future generations will live, without damaging the environmental structure along with economic growth. Policy makers have important duties in this regard. As stated in the introduction of the article, the two countries with the highest CO2 usage are the USA and China. This situation is due to both the dense population of these countries and the intense production demand. Policies should be implemented to guide all countries in the world, especially these countries, to meet their energy demands in their production and consumption with renewable energy sources instead of fossil fuels. Production with renewable energy sources will both reduce CO2 emissions and contribute to correcting the economic current balance of countries that are especially dependent on fossil fuel consumption by reducing the consumption of energy resources such as oil and natural gas. Authors’ Contributions: The authors contributed to the study equally. Declaration of Conflict of Interest: The authors declare that there is no conflict of interest.

References

  1. REFERENCES
  2. Acaravci, A., Bozkurt, C., & Erdoğan, S. (2015). Democracy-economic growth nexus in MENA countries. Journal of Business and Economic Studies, 3(4), 119–129.
  3. Adewuyi, A. O. (2016). Determinants of import demand for non-renewable energy (petroleum) products: Empirical evidence from Nigeria. Energy Policy, 95, 73–93.
  4. Ajmi, A. N., Hammoudeh, S., Nguyen, D. K., & Sato, J. R. (2015). On the relationships between CO₂ emissions, energy consumption and income: The importance of time variation. Energy Economics, 49, 629–638.
  5. Akinlo, A. E. (2008). Energy consumption and economic growth: Evidence from 11 sub-Sahara African countries. Energy Economics, 30(5), 2391–2400.
  6. Ang, J. B. (2008). Economic development, pollutant emissions and energy consumption in Malaysia. Journal of Policy Modeling, 30, 271–278.
  7. Asafu-Adjaye, J. (2000). The relationship between energy consumption, energy prices and economic growth: Time series evidence from Asian developing countries. Energy Economics, 22(6), 615–625.
  8. Bastola, U., & Sapkota, P. (2015). Relationships among energy consumption, pollution emission, and economic growth in Nepal. Energy, 80, 254–262.
  9. Blomquist, J., & Westerlund, J. (2013). Testing slope homogeneity in large panels with serial correlation. Economics Letters, 121, 374–378.
  10. Bozoklu, S., & Yilanci, V. (2013). Energy consumption and economic growth for selected OECD countries: Further evidence from the Granger causality test in the frequency domain. Energy Policy, 63, 877–881.
  11. Breusch, T., & Pagan, A. (1980). The Lagrange multiplier test and its application to model specification in econometrics. Review of Economic Studies, 47(1), 239–253.
  12. Cengiz, O., & Manga, M. (2023). Does economic globalization trigger deindustrialization in Western Balkan countries? Empirical evidence based on augmented mean group estimator. Regional Science Policy & Practice, 1–21.
  13. Chang, C.-C., & Carballo, C. F. S. (2011). Energy conservation and sustainable economic growth: The case of Latin America and the Caribbean. Energy Policy, 39(7), 4215–4221.
  14. Chen, S.-T., Kuo, H.-I., & Chen, C.-C. (2007). The relationship between GDP and electricity consumption in 10 Asian countries. Energy Policy, 35(4), 2611–2621.
  15. Chien, T., & Hu, J. L. (2008). Renewable energy: An efficient mechanism to improve GDP. Energy Policy, 36(8), 3045–3052.
  16. Chu, H. P., & Chang, T. (2012). Nuclear energy consumption, oil consumption and economic growth in G-6 countries: Bootstrap panel causality test. Energy Policy, 48, 762–769.
  17. Coondoo, D., & Dinda, S. (2008). The carbon dioxide emission and income: A temporal analysis of cross-country distributional patterns. Ecological Economics, 65, 375–385.
  18. Demir, Y., & Görür, Ç. (2020). Investigation of the relationship between various energy consumption and economic growth belonging to OECD countries by panel cointegration analysis. Ekoist: Journal of Econometrics and Statistics, 32, 15–33.
  19. Dumitrescu, E. I., & Hurlin, C. (2012). Testing for Granger non-causality in heterogeneous panels. Economic Modelling, 29(4), 1450–1460.
  20. Eberhardt, M., & Teal, F. (2010). Productivity analysis in global manufacturing production. Discussion Paper 515, Department of Economics, University of Oxford.
  21. Eberhardt, M., & Bond, S. (2009). Cross-section dependence in nonstationary panel models: A novel estimator. MPRA Paper 17692, 1–26.
  22. El-Erian, M. A. (2008). A crisis to remember. Finance and Development, 45(4).
  23. Esso, L. J., & Keho, Y. (2016). Energy consumption, economic growth and carbon emissions: Cointegration and causality evidence from selected African countries. Energy, 114, 492–497.
  24. Friedl, B., & Getzner, M. (2003). Determinants of CO₂ emissions in a small open economy. Ecological Economics, 45(1), 133–148.
  25. Halicioglu, F. (2009). An econometric study of CO₂ emissions, energy consumption, income and foreign trade in Turkey. Energy Policy, 37, 1156–1164.
  26. Heil, M. T., & Selden, T. M. (1999). Panel stationarity with structural breaks: Carbon emissions and GDP. Applied Economics Letters, 6, 223–225.
  27. Huang, B. N., Hwang, M. J., & Yang, C. W. (2008). Causal relationship between energy consumption and GDP growth revisited: A dynamic panel data approach. Ecological Economics, 67(1), 41–54.
  28. Jalil, A. (2014). Energy-growth conundrum in energy exporting and importing countries: Evidence from heterogeneous panel methods robust to cross-sectional dependence. Energy Economics, 44, 314–324.
  29. Karkacier, O., Goktolga, Z. G., & Cicek, A. (2006). A regression analysis of the effect of energy use in agriculture. Energy Policy, 34, 3796–3800. Kraft, J., & Kraft, A. (1978). On the relationship between energy and GNP. Journal of Energy and Development, 3, 401–403.
  30. Lane, T. (1999). The Asian financial crisis: What have we learned? Finance and Development, 36(3).
  31. Lee, C. C. (2005). Energy consumption and GDP in developing countries: A cointegrated panel analysis. Energy Economics, 27(3), 415–427.
  32. Li, K., Cui, G., & Lu, L. (2020). Efficient estimation of heterogeneous coefficients in panel data models with common shocks. Journal of Econometrics, 216(2), 327–353.
  33. Mishra, V., Smyth, R., & Sharma, S. (2009). The energy–GDP nexus: Evidence from a panel of Pacific island countries. Resource and Energy Economics, 31(3), 210–220.
  34. Mozumder, P., & Marathe, A. (2007). Causality relationship between electricity consumption and GDP in Bangladesh. Energy Policy, 35(1), 395–402.
  35. Oh, W., & Lee, K. (2004). Causal relationship between energy consumption and GDP revisited: The case of Korea 1970–1999. Energy Economics, 26(1), 51–59.
  36. Omri, A., Mabrouk, N. B., & Sassi-Tmar, A. (2015). Modeling the causal linkages between nuclear energy, renewable energy and economic growth in developed and developing countries. Renewable and Sustainable Energy Reviews, 42, 1012–1022. Paratama, D. P. (2023). Analysis of the determinants of economic growth in G20 countries 2012–2021. Indonesian Journal of Development Economics, 6(3), 290–311.
  37. Pedroni, P. (2007). Social capital, barriers to production and capital shares: Implications for the importance of parameter heterogeneity from a nonstationary panel approach. Journal of Applied Econometrics, 22(2), 429– 451.
  38. Pehlivan, C., Han, A., & Bingöl, N. (2020). The effect of CO₂ emission and energy consumption in G20 countries on social and economic variables. Journal of Beykoz Academy, 8(1), 334–348.
  39. Pesaran, M. H. (2021). General diagnostic tests for cross section dependence in panels. Empirical Economics, 60, 13–50. Pesaran, M. H. (2015). Testing weak cross-sectional dependence in large panels. Econometric Reviews, 34(6– 10), 1089–1117.
  40. Pesaran, M. H. (2007). A simple panel unit root test in the presence of cross-section dependence. Journal of Applied Econometrics, 22(2), 265–312.
  41. Pesaran, M. H., & Yamagata, T. (2008). Testing slope homogeneity in large panels. Journal of Econometrics, 142(1), 50–93.
  42. Rahman, M. M., & Velayutham, E. (2020). Renewable and non-renewable energy consumption-economic growth nexus: New evidence from South Asia. Renewable Energy, 147, 399–408.
  43. Rodríguez-Caballero, C. V., & Ventosa-Santaulària, D. (2016). Energy-growth long-term relationship under structural breaks: Evidence from Canada, 17 Latin American economies and the USA. Energy Economics, 61, 121– 134.
  44. Saqib, M., & Benhmad, F. (2021). Does ecological footprint matter for the shape of the environmental Kuznets curve? Evidence from European countries. Environmental Science and Pollution Research, 28, 13634–13648.
  45. Sikder, M., Wang, C., Yao, X., Huai, X., Wu, L., Yeboah, F. K., Wood, J., Zhao, Y., & Dou, X. (2022). The integrated impact of GDP growth, industrialization, energy use, and urbanization on CO₂ emissions in developing countries: Evidence from the panel ARDL approach. Science of The Total Environment, 837, 155795.
  46. Soytas, U., & Sari, R. (2009). Energy consumption, economic growth, and carbon emissions: Challenges faced by an EU candidate member. Ecological Economics, 68(6), 1667–1675.
  47. Soytas, U., Sari, R., & Ewing, B. T. (2007). Energy consumption, income, and carbon emissions in the United States. Ecological Economics, 62(3–4), 482–489.
  48. Turan, Z. (2011). Reasons for the emergence of crisis in the world and Turkey and its impact on economic development. Academic Review of Economics and Administrative Sciences, 4(1), 56–80.
  49. Westerlund, J. (2007). Testing for error correction in panel data. Oxford Bulletin of Economics and Statistics, 69(6), 709–748.
  50. Westerlund, J., & Edgerton, D. L. (2007). A panel bootstrap cointegration test. Economics Letters, 97(3), 185-190.
  51. World Bank. (2024). World Bank Data. https://data.worldbank.org/region/world
  52. Yadav, A., & Mahalik, K. (2024). Does renewable energy development reduce energy import dependency in emerging economies? Evidence from CS-ARDL and panel causality approach. Energy Economics, 131, 107356.
  53. Zhang, X.-P., & Cheng, X.-M. (2009). Energy consumption, carbon emissions, and economic growth in China. Ecological Economics, 68(10), 2706–2712.

Share and Cite

GÖKTOLGA, Z.G. Determining the Relationship Between Economic Growth Carbon Emission and Energy Consumption Panel Co. Yildiz Social Science Review 2025, Vol. 11, pp. 1-11. https://doi.org/10.51803/yssr.1544004

Export:

Related Articles

Bibliometric Analysis of Studies on the Relationship Between Environmental Quality Economic Growth aFergül ÖZGÜN, Meral UZUNÖZ ALTAN et al., 1 January 2024The Relationship Between Knowledge Economy and Economic Growth Analysis on Turkish Economy with Struİbrahim ÇÜTCÜ, Aysun AKKURT, 1 January 2022A Framing-Effect-Based Analysis of Income Inequality PerceptionsMert ALTUN, Meral UZUNÖZ ALTAN, 1 January 2025A Theoretical Introduction to Organizational Tradition An Analytical Framework Beyond CultureAyşe ÖNER ÇEVEN, Ali Ekber AKGÜN, 1 January 2025
Publication History
Published1 January 2025
Versionv1
AccessOpen Access
10.51803/yssr.1544004
Article Figures (5)
Figure 1Figure 2Figure 3Figure 4Figure 5
Related Articles
Bibliometric Analysis of Studies on the Relationship Between Environmental Quality Economic Growth aFergül ÖZGÜN, Meral UZUNÖZ ALTAN et al.Yildiz Social Science Review, 1 January 2024The Relationship Between Knowledge Economy and Economic Growth Analysis on Turkish Economy with Struİbrahim ÇÜTCÜ, Aysun AKKURTYildiz Social Science Review, 1 January 2022A Framing-Effect-Based Analysis of Income Inequality PerceptionsMert ALTUN, Meral UZUNÖZ ALTANYildiz Social Science Review, 1 January 2025
Yildiz Social Science Review coverYildiz Social Science Review Download PDF

Subscribe to YTUP

Stay connected and receive the latest research updates directly in your inbox.

YTUP — Yıldız Technical University Publishing

Advancing knowledge and fostering innovation through high-quality, peer-reviewed academic publications.

About YTU

Discover

  • ›Articles
  • ›Journals
  • ›Research Topics
  • ›Open Access Policy

Guidelines

  • ›Author guidelines
  • ›Services for authors
  • ›Policies and publication ethics
  • ›Editor guidelines
  • ›Fee policy

Explore

  • ›Articles
  • ›Research Topics
  • ›Journals
  • ›How we publish

Support

  • ›Help center
  • ›Emails and alerts
  • ›Contact us
  • ›Submit
  • ›Career opportunities
YTU Logo

© 2026 Yıldız Technical University (Istanbul, Turkey)

Terms and ConditionsTerms of UsePrivacy PolicyPrivacy SettingsDisclaimer
Like this platform? Join our teamHave feedback or questions?
Supervisor