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Supplemental materials for preprint: Covid19 – A Mathematical modelling of a PSEUDO-GAUSSIUN Contour

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Description: The mathematical modelling equations are developed to combine the mathematical model for a Pseudo – Gaussian distribution curve – for Growth of Covid19 . The superimposition of Gaussiun curve with Microbial growth curve can be fitted for the resulant model equation considering the sharp Exponential spreading of the Virus .https://data.mendeley.com/datasets/5cbs2c35ps/draft?a=5a5c488e-cd86-457c-8504-ea332132134f . Datta, Jaydip (2020), “Covid19 – A Mathematical modelling of a PSEUDO-GAUSSIUN Contour”, Mendeley Data, V3, doi: 10.17632/5cbs2c35ps.3

License: CC0 1.0 Universal

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Type: COVID-19
Status: Active

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