2021
DOI: 10.1016/j.eneco.2021.105450
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Energy poverty in Sri Lanka

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Cited by 64 publications
(29 citation statements)
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“…Although China has achieved great economic prosperity in recent decades and declared its success in eliminating absolute poverty in 2020, about 36% of its population still lives in less developed, rural areas with restricted access to modern energy and inadequate healthcare services. In our study, we find about 16–17% rural households in China are classified as energy poor under the EP1 and EP2 measures, which is higher than Australia’s 3–5% [ 20 ], Spain’s 11% to 15% [ 26 ], and France’s 10% [ 27 ], but lower than Pakistan’s 55% [ 71 ], Ghana’s 81% [ 72 ], Uganda’s 66% [ 73 ], and Sri Lanka’s 72% [ 74 ]. Therefore, reducing energy poverty is still important in rural China to increase residents’ welfares.…”
Section: Discussionmentioning
confidence: 99%
“…Although China has achieved great economic prosperity in recent decades and declared its success in eliminating absolute poverty in 2020, about 36% of its population still lives in less developed, rural areas with restricted access to modern energy and inadequate healthcare services. In our study, we find about 16–17% rural households in China are classified as energy poor under the EP1 and EP2 measures, which is higher than Australia’s 3–5% [ 20 ], Spain’s 11% to 15% [ 26 ], and France’s 10% [ 27 ], but lower than Pakistan’s 55% [ 71 ], Ghana’s 81% [ 72 ], Uganda’s 66% [ 73 ], and Sri Lanka’s 72% [ 74 ]. Therefore, reducing energy poverty is still important in rural China to increase residents’ welfares.…”
Section: Discussionmentioning
confidence: 99%
“…Enpov2 is calculated based on a composite index of appliance deprivation—in accordance with prior energy poverty literature such as Nussbaumer, Nerini, Onyeji, and Howells (2013), M. Jayasinghe, Selvanathan, and Selvanathan (2021), inter alia. The weights of the individual appliances (see Table A1 in Appendix for the list of appliances) in this index are estimated using the Principal Components Analysis (PCA).…”
Section: Model and Methodologymentioning
confidence: 99%
“…PCA uses orthogonal transformation to convert multiple possibly linearly correlated variables into a set of linearly uncorrelated new variables, namely principal components, and uses the extracted principal components to display the characteristics of the data in a smaller dimension (Ringnér, 2008). Referring to Jayasinghe et al (2021) (Jayasinghe et al, 2021) and Lin and Zhao (2021) (Lin and Zhao, 2021), this paper adopts PCA to determine the weight of each indicator and construct the MEPI as follows:…”
Section: Multidimensional Energy Poverty Index (Mepi)mentioning
confidence: 99%