2019
DOI: 10.3390/su11020334
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Investigation for the Decomposition of Carbon Emissions in the USA with C-D Function and LMDI Methods

Abstract: Residual problems are one of the greatest challenges in developing new decomposition techniques, especially when combined with the Cobb-Douglas (C-D) production function and the Logarithmic Mean Divisia Index (LMDI) method. Although this combination technique can quantify more effects than LMDI alone, its decomposition result has residual value. We propose a new approach that can achieve non-residual decomposition by calculating the actual values of three key parameters. To test the proposed approach, we decom… Show more

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Cited by 19 publications
(9 citation statements)
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“…Among various IDA methods, LMDI is the preferred one because it can perfectly handle zero value and conduct without residuals ( Ang, 2004 ; Ang and Choi, 1997 ). Scholars have done enormous researches on carbon emission decomposition analysis, which covers a wide area from province ( Wang and Jiang, 2020 ), country ( Jiang et al, 2019 ; Ma et al, 2019 ; Yasmeen et al, 2020 ), region ( Li et al, 2019 ; Li et al, 2020 ), to even globe ( Chang et al, 2019 ). Li and Qin (2019) examined challenges for China to peak carbon emission in 2030 from both historical and future perspective.…”
Section: Literature Reviewmentioning
confidence: 99%
“…Among various IDA methods, LMDI is the preferred one because it can perfectly handle zero value and conduct without residuals ( Ang, 2004 ; Ang and Choi, 1997 ). Scholars have done enormous researches on carbon emission decomposition analysis, which covers a wide area from province ( Wang and Jiang, 2020 ), country ( Jiang et al, 2019 ; Ma et al, 2019 ; Yasmeen et al, 2020 ), region ( Li et al, 2019 ; Li et al, 2020 ), to even globe ( Chang et al, 2019 ). Li and Qin (2019) examined challenges for China to peak carbon emission in 2030 from both historical and future perspective.…”
Section: Literature Reviewmentioning
confidence: 99%
“…Popular methods, such as the IPAT equation (impact on environment equals the product of population, affluence, and technology) and Kaya identity (an extended form of the IPAT equation), have been widely applied for carbon emission assessments (Rafaj et al 2014;Liu and Wang 2017). In this regard, the LMDI decomposition method has also been extensively employed in combination with Kaya identity to decompose drivers of energy-based carbon emissions and has received the greatest attention, application, and acceptance (Ang and Liu 2001;Jeong and Kim 2013;Karmela et al 2016;Jiang et al 2019). The initial application of decomposition analysis began during the early 1970s and has become an important tool for studying factors affecting emissions from energy use (Ang 1995).…”
Section: Literature Reviewmentioning
confidence: 99%
“…When the coefficient value is maximum (the maximum value is 1), its impact on carbon emissions will be high. Similarly, when the coefficient value is small (the minimum value is 0), its impact is lowest (Jiang et al 2019). In addition, we also calculated the coefficient effect of each driving force using Eq.…”
Section: Lmdi For Critical Drivers Of Co 2 Emissions In Vietnammentioning
confidence: 99%
“…et al (2015), Gonzalez et al (2014), and Diakoulaki & Mandaraka (2007) use the decomposition approach to analyze the driving factors of CO 2 emissions in the European Union. Wang et al (2020), Jiang et al (2019), and Vinuya et al (2010) apply the decomposition approach to CO 2 emissions in the United States. Cheng et al (2022), Wang et al (2019), Ma et al (2018), Zhang et al (2013), andDonglan et al (2010) analyze China.…”
Section: Introductionmentioning
confidence: 99%