2020
DOI: 10.3390/en13226009
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Evaluating the Causal Relations between the Kaya Identity Index and ODIAC-Based Fossil Fuel CO2 Flux

Abstract: The Kaya identity is a powerful index displaying the influence of individual carbon dioxide (CO2) sources on CO2 emissions. The sources are disaggregated into representative factors such as population, gross domestic product (GDP) per capita, energy intensity of the GDP, and carbon footprint of energy. However, the Kaya identity has limitations as it is merely an accounting equation and does not allow for an examination of the hidden causalities among the factors. Analyzing the causal relationships between the… Show more

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Cited by 27 publications
(16 citation statements)
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“…Drivers of carbon emissions Paper Finding Ang and Zhang (2000) The Kaya identity helps quantitatively analyze the impact of interest on the intensity or total amount of carbon emissions. Hwang et al (2020) The indirect effects of the decomposed variables in the Kaya identity on the carbon emission are significant. Jin and Kim (2017) It is necessary to have sufficient public finances to implement measures contained within NDC.…”
Section: Ipat Impact Stirpat and Co-stirpatmentioning
confidence: 98%
“…Drivers of carbon emissions Paper Finding Ang and Zhang (2000) The Kaya identity helps quantitatively analyze the impact of interest on the intensity or total amount of carbon emissions. Hwang et al (2020) The indirect effects of the decomposed variables in the Kaya identity on the carbon emission are significant. Jin and Kim (2017) It is necessary to have sufficient public finances to implement measures contained within NDC.…”
Section: Ipat Impact Stirpat and Co-stirpatmentioning
confidence: 98%
“…For example, a quantile regression approach can be used to assess the drivers of carbon emission from production activities at different quantile levels, employing an augmented Kaya identity, similar to other authors [72]. The correlation between Kaya identity factors and their decomposed variables can also be analysed [73]. The research can include the modified Kaya identity in the autoregressive distributive lag model (ARDL), which is a time series approach [74].…”
Section: Limitations and Proposals For Future Researchmentioning
confidence: 99%
“…Ordinary Least Squares (OLS) Linear Regression Linear regression assumes stationary relationships across the study area. Linear regression and Pearson correlation analyses explain the linear relationship between the two variables based on proportional equations [40][41][42]. Comparative evaluations with linear regression and Pearson correlation can yield the fitness of the SCSTs of malfunctioning solar cells caused by soil debris detected from the photo-mosaic and video-mosaic.…”
Section: 5mentioning
confidence: 99%