Characterization of transport equations with forensic applications (nuclear and social)
Convection and diffusion processes are used to understand transport in a wide range of contexts including the spread of diseases, the adoption of ideas within populations and the classical applications to heat and mass transfer. While much attention is typically paid to formulating the appropriate equations to accurately capture the underlaying processes, the parameters that go into these mathematical models are equally important and receive far less attention. The SARS-CoV-2 emerged in late 2019 and caused a worldwide pandemic. Epidemiological models are playing a key role in guiding public ...
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