Recently some of us used a random-walk Monte Carlo simulation approach to study the spread of COVID-19.The calculations were reasonably successful in describing secondary and tertiary waves of infection,in countries s...Recently some of us used a random-walk Monte Carlo simulation approach to study the spread of COVID-19.The calculations were reasonably successful in describing secondary and tertiary waves of infection,in countries such as the USA,India,South Africa and Serbia.However,they failed to predict the observed third wave for India.In this work we present a more complete set of simulations for India,that take into consideration two aspects that were not incorporated previously.These include the stochastic movement of an erstwhile protected fraction of the population,and the reinfection of some recovered individuals because of their exposure to a new variant of the SARS-CoV-2 virus.The extended simulations now show the third COVID-19 wave for India that was missing in the earlier calculations.They also suggest an additional fourth wave,which was indeed observed during approximately the same time period as the model prediction.展开更多
文摘Recently some of us used a random-walk Monte Carlo simulation approach to study the spread of COVID-19.The calculations were reasonably successful in describing secondary and tertiary waves of infection,in countries such as the USA,India,South Africa and Serbia.However,they failed to predict the observed third wave for India.In this work we present a more complete set of simulations for India,that take into consideration two aspects that were not incorporated previously.These include the stochastic movement of an erstwhile protected fraction of the population,and the reinfection of some recovered individuals because of their exposure to a new variant of the SARS-CoV-2 virus.The extended simulations now show the third COVID-19 wave for India that was missing in the earlier calculations.They also suggest an additional fourth wave,which was indeed observed during approximately the same time period as the model prediction.
