| Literature DB >> 34782027 |
Cosimo Magazzino1, Marco Mele1, Nicolas Schneider2.
Abstract
This paper demonstrates how the combustion of fossil fuels for transport purpose might cause health implications. Based on an original case study [i.e. the Hubei province in China, the epicentre of the coronavirus disease-2019 (COVID-19) pandemic], we collected data on atmospheric pollutants (PM2.5, PM10 and CO2) and economic growth (GDP), along with daily series on COVID-19 indicators (cases, resuscitations and deaths). Then, we adopted an innovative Machine Learning approach, applying a new image Neural Networks model to investigate the causal relationships among economic, atmospheric and COVID-19 indicators. Empirical findings emphasise that any change in economic activity is found to substantially affect the dynamic levels of PM2.5, PM10 and CO2 which, in turn, generates significant variations in the spread of the COVID-19 epidemic and its associated lethality. As a robustness check, the conduction of an optimisation algorithm further corroborates previous results.Entities:
Keywords: Air pollution; COVID-19; China; health; image learning; neural networks
Mesh:
Substances:
Year: 2021 PMID: 34782027 PMCID: PMC8755550 DOI: 10.1017/S095026882100248X
Source DB: PubMed Journal: Epidemiol Infect ISSN: 0950-2688 Impact factor: 2.451
Previous air pollution-COVID-19 assessments, excluding the Chinese case
| Author(s) | Country | Sample period | Air pollution indicator(s) | Relationship between air pollution on COVID-related deaths |
|---|---|---|---|---|
| Bashir | California (US) | 4 March 2020–24 April 2020 | CO, NO2, Pb, PM2.5, PM10, SO2, VOC | Yes |
| Coccia [ | 55 Italian provinces | March–May 2020 | PM10 | Yes |
| Conticini | Northern Italy | 15 March 2020 onward | NO2, O3, PM2.5, PM10, SO2 | Yes |
| Fattorini and Regoli [ | 71 Italian provinces | Data up to 27 April 2020 | NO2, PM2.5, PM10 | Yes |
| Frontera | Italian regions | Data up to 31 March 2020 | PM2.5 | Yes |
| Magazzino | New York state (U.S.) | 3 March –26 June 2020 | NO2, PM2.5 | Yes |
| Magazzino | Paris, Marseille, Lyon | 18 March 2020–27 April 2020 | PM2.5, PM10 | Yes |
| Mele | Paris, Marseille, Lyon | 18 March 2020–27 April 2020 | NO2 | Yes |
| Mele and Magazzino [ | 25 major Indian cities | 29 January –18 May 2020 | CO2, NO2, PM2.5 | Yes |
| Razzaq | 10 US States | 29 February 2020–10 July 2020 | O3 | Yes |
| Saez | Catalonia (Spain) | 25 February 2020–16 May 2020 | NO2, PM10 | No |
| Sasidharan | London (UK) | data up to 31 March 2020 | NO2, PM2.5 | Yes |
| Setti | 8 Italian regions | 10 February 2020–29 February 2020 | PM10 | Yes |
| Travaglio | 120 sites in England | 1 February 2020–8 April 2020 | NO2, NOx, O3 | Yes |
| Vasquez-Apestegui | 24 districts of Lima (Perù) | Data up to 12 June 2020 | PM2.5 | Yes |
| Zoran | Milan (Italy) | January 2020–April 2020 | NO2, O3 | Yes |
| Konstantinoudis | England | Up to 30 June 2020 | NO2, PM2.5 | Yes |
| Liu | California | 26 January 2020–7 May 2020 | NO2 | Yes |
| Coccia [ | Italian regions | Up to 23 June 2020 | O3, PM2.5, PM10 | Yes |
| Coccia [ | 160 countries | Up to 2021 | PM2.5 | Yes |
Source: our elaborations.
Notes: ‘Yes’ means that the existence of a significant association between air pollution levels and COVID-19 cases/mortality was established. ‘No’ indicates that no significant relationship was supported among indicators.
Previous air pollution-COVID-19 assessments in China
| Author(s) | Country | Sample period | Air pollution indicator(s) | Relationship between air pollution on COVID-related deaths |
|---|---|---|---|---|
| Xu | Three Chinese cities | 2017–2019 | PM2.5, PM10, NO2, O3 | Yes |
| Yao | Wuhan (China) | 19 January 2020–15 March 2020 | PM2.5, PM10 | Yes |
| Yongjian | 120 Chinese cities | 23 January 2020–29 February 2020 | CO, NO2, O3, PM2.5, PM10, SO2, | Yes |
| Gupta | Nine cities from Asia (India, China, Pakistan and Indonesia) | Up to 2 July 2020 | PM2.5, PM10 | Yes |
Source: our elaborations.
Notes: ‘Yes’ means that the existence of a significant association between air pollution levels and COVID-19 cases/mortality was established. ‘No’ indicates that no significant relationship was supported among indicators.
Fig. 1.The ANNs process.
Source: our elaborations in YeD.
Fig. 2.NNs model.
Source: our elaborations in Oryx 2.0.8.
Fig. 3.Incremental Order error test.
Source: our elaborations in Oryx 2.0.8.
Fig. 4.Quasi-Newton method algorithm.
Source: our elaborations in Oryx 2.0.8.
Fig. 5.DL image results.
Source: our elaborations in Oryx 2.0.8.
Fig. 6.Image optimisation on GDP, PM2.5, PM10 and CO2 growth rates. (a) Relationship between GDP and PM2.5 (b) Relationship between GDP and PM10 (c) Relationship between GDP and CO2.
Notes: dGDP_p: GDP growth rate; dPM2.5: PM2.5 growth rate; dPM10: PM10 growth rate; dCO2: dCO2 growth rate.
Source: our elaborations in Oryx 2.0.8 and BML.