Forecasting the daily and cumulative number of cases for the COVID-19 pandemic in India
Subhas Khajanchi, Kankan Sarkar

TL;DR
This paper introduces a new mathematical model to forecast daily and cumulative COVID-19 cases in India, calibrated with data from four provinces, highlighting the disease's potential for significant outbreaks.
Contribution
The study develops a novel compartmental model for COVID-19 transmission and analyzes its stability and predictions specific to Indian provinces.
Findings
Model indicates $ ext{R}_0 > 1$ in all provinces, suggesting ongoing outbreaks.
Short-term forecasts show increasing daily and cumulative cases.
Stability analysis reveals conditions under which the disease persists or declines.
Abstract
The ongoing novel coronavirus epidemic has been announced a pandemic by the World Health Organization on March 11, 2020, and the Govt. of India has declared a nationwide lockdown from March 25, 2020, to prevent community transmission of COVID-19. Due to absence of specific antivirals or vaccine, mathematical modeling play an important role to better understand the disease dynamics and designing strategies to control rapidly spreading infectious diseases. In our study, we developed a new compartmental model that explains the transmission dynamics of COVID-19. We calibrated our proposed model with daily COVID-19 data for the four Indian provinces, namely Jharkhand, Gujarat, Andhra Pradesh, and Chandigarh. We study the qualitative properties of the model including feasible equilibria and their stability with respect to the basic reproduction number . The disease-free…
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