| Literature DB >> 35831650 |
Rong Yuan1, Haoyun Liao2, Juan Wang3,4.
Abstract
Investigating the linkage between financial development (FD) and carbon emissions is important for mitigating climate change. Nevertheless, there is a scarcity of studies investigating how carbon emissions decouple from FD. Here, we investigate the relationship between FD and carbon emissions by using the decoupling model based on cross-province data of China during 2000-2019. Then, we use the decomposition method to analyze the nine drivers of decoupling elasticity of FD and CO2 emissions. We found that China experienced weak decoupling and strong negative decoupling in most years. Only the finance develops at a very high level; the FD had spare capacities to promote the reduction in the carbon emissions. For example, several developed provinces (e.g., Tianjin, Zhejiang, Guangdong) realized strong decoupling after 2012. The reduction in energy intensity and the increase of foreign direct investment promoted the decoupling of FD from carbon emissions. During the financial recession period, developing a bank-based financial market helped the emissions reduction. Once financial crisis is overcome, developing a market-based financial market promoted the decoupling of FD from emissions. This is because that with the fast FD, the development of stock market contributed to emission reductions through technological improvement, while the bank loans inhibited the decoupling process through the expansion of capital-labor inputs. Overall, these results help in the assessment of the emissions impacts of FD and in addressing climate change problems.Entities:
Keywords: C-D production function; Carbon emissions; Decoupling analysis; Financial development; LMDI
Year: 2022 PMID: 35831650 PMCID: PMC9281273 DOI: 10.1007/s11356-022-21930-3
Source DB: PubMed Journal: Environ Sci Pollut Res Int ISSN: 0944-1344 Impact factor: 5.190
Indicator summary
| Indicator | Meaning | Source |
|---|---|---|
| Ratio of bank loans to | Scale of financial intermediation development | Provincial Statistical Yearbook |
| Ratio of bank loans to savings | Efficiency of transforming savings into bank loans | Provincial Statistical Yearbook |
| Ratio of | Scale of | Provincial Statistical Yearbook |
| Ratio of stock market value to | Scale of stock markets | Wind database |
| Ratio of stock traded value to | Efficiency of stock markets | Wind database |
Fig. 1Provincial financial development index in China. The 30 provinces are aligned on the y-axis following an ascending order and divided into 5 regions by GDP per capita in 2019
Fig. 2Eight types of decoupling states and corresponding range of values
Description of acronyms
| Acronym | Description |
|---|---|
| Province | |
| Total carbon emissions | |
| Total energy consumption | |
| Total gross domestic product | |
| Production function, where | |
| Total bank loans | |
| Total stock traded value | |
| Total savings | |
| Foreign direct investment | |
| Emission intensity, which consists of the emission intensity of consuming energy | |
| Energy intensity | |
| Stock traded intensity on technological progress, which reflects the impact of stock traded on technological progress | |
| Bank loan intensity on capital-labor inputs, which reflects the effect of bank loans on the capital-labor inputs | |
| Stock traded value to bank loans, which reflects the financial structure. The higher value of this indicator is a market-based financial structure, while the lower value is a bank-based financial structure | |
| Ratio of bank loans to savings | |
| Ratio of bank loans to foreign direct investment | |
| Ratio of savings to | |
| Ratio of |
Equations for nine driving factors
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Note: is logarithmic weight function
Equations for factors affecting the changes in the decoupling relationship
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Note: is logarithmic weight function
Equations for factors affecting the changes in the decoupling relationship
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Fig. 3Decoupling of FD and carbon emissions for the period 2000–2019. a FD and carbon emissions. b The national decoupling index. c Decoupling states of 30 provinces. Note: In b, the year X represents the period from year X − 1 to year X. In c, numbers show the different decoupling states: 0, no data; 1, strong decoupling; 2, weak decoupling; 3, expansive coupling; 4, expansive negative decoupling; 5, strong negative decoupling; 6, weak recessive decoupling; 7, recessive coupling; 8, recessive decoupling
Fig. 4Driving factors of decoupling between FD and carbon emissions in China during 2000–2019. a Direct effect and indirect effects. b Decomposition of indirect effects. Note: The year X represents the period from year X − 1 to year X
Fig. 5Decoupling elastic factors of FD and carbon emissions during 2000–2019. Note: The year X represents the period from year X − 1 to year X