A5053534506- COVID-19 impact on air quality
- Differential Equations and Numerical Methods
- Fractional Differential Equations Solutions
- COVID-19 Pandemic Impacts
- Nonlinear Waves and Solitons
- COVID-19 epidemiological studies
University of Delhi
2022
Abstract This review thoroughly explores numerous key areas contributing to sustainable health and well-being. It encompasses precision medicine, eco-friendly healthcare practices, digital technologies, holistic well-being approaches, community promotion, global protection, data-driven public techniques, providing a roadmap for greater resilient future. The study evaluates the effectiveness of mathematical modelling in predicting COVID-19 transmission patterns variants. starts by an overview...
In this paper, we got a novel kind of rogue waves with the predictability (2 + 1)-dimensional nonlocal Gardner equation aid Maple according to Hirota bilinear model. We first construct general quadratic function derive lump solution for mentioned equation. At same time, lumpoff solutions are demonstrated more free autocephalous parameters, in which is localized all directions space. Moreover, when cut by twin-solitons, special also introduced. Based on data available literature, resulting...