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1.
Math Models Methods Appl Sci ; 30(8): 1591-1651, 2020 Jul.
Artigo em Inglês | MEDLINE | ID: mdl-35309741

RESUMO

This paper is devoted to the multidisciplinary modelling of a pandemic initiated by an aggressive virus, specifically the so-called SARS-CoV-2 Severe Acute Respiratory Syndrome, corona virus n.2. The study is developed within a multiscale framework accounting for the interaction of different spatial scales, from the small scale of the virus itself and cells, to the large scale of individuals and further up to the collective behaviour of populations. An interdisciplinary vision is developed thanks to the contributions of epidemiologists, immunologists and economists as well as those of mathematical modellers. The first part of the contents is devoted to understanding the complex features of the system and to the design of a modelling rationale. The modelling approach is treated in the second part of the paper by showing both how the virus propagates into infected individuals, successfully and not successfully recovered, and also the spatial patterns, which are subsequently studied by kinetic and lattice models. The third part reports the contribution of research in the fields of virology, epidemiology, immune competition, and economy focussed also on social behaviours. Finally, a critical analysis is proposed looking ahead to research perspectives.

2.
Inter Econ ; 55(3): 142-147, 2020.
Artigo em Inglês | MEDLINE | ID: mdl-32536709

RESUMO

Although the common perception is that the pandemic is 'the great equaliser', workers' tasks, contractual framework and position in the internal organisational hierarchy strongly affect their ability to work remotely.

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