Mathematical analysis on novel coronavirus model using HPM

Abstract

An analysis of the model underpinning the description of the spread of coronavirus infection reservoir (seafood market) is examined in detail in this work. We considered the infection cases available from January 21, 2020 to January 28, 2020 and parameterized the model. An iteration technique, namely, the homotopy perturbation method (HPM), is implemented to provide an approximate solution for non-linear systems of differential equations. The approximated solution obtained by HPM is compared with those obtained numerical to prove the trustworthiness of HPM. Moreover, the lessening and simplicity in calculations give HPM broader applicability. The given model is then numerically solved by MATLAB program, with numerous graphical findings that can aid in infection mitigation. Excellent agreement is noted on comparisons between the analytical and numerical results.