R.Ramesh

@srmist.edu.in

Assistant Professor, Mathematics
SRM Institute of Science and Technology



                 

https://researchid.co/rameshmaths106637

RESEARCH INTERESTS

Mathematical Models & Mathematical Biology

4

Scopus Publications

Scopus Publications

  • The Optimal Control Methods for the Covid-19 Pandemic Model’s Precise and Practical SIQR Mathematical Model



  • SEIR model for COVID-19: stability of the standard coronavirus factor and control mechanism
    Salah Boulaaras, Ramesh Ramalingam, and Arul Joseph Gnanaprakasam
    Springer Science and Business Media LLC

  • Approximate solutions of viral dynamics in HBV infection using homotopy perturbation method
    S. Balamuralitharan and R. Ramesh
    AIP Publishing
    This paper deals the HBV infections using Homotopy Perturbation Method, Using Mathematical modeling for the three compartments such as T, I and V Where T denotes the target uninfected cells, I denotes infected cells, V denotes Hepatitis B virus in the dynamic models also Considering that β is the rate of target uninfected cells gets infected, and this happens when the target uninfected cells and virus interact with each other. Assuming that δ is the death rate of infected liver cells, and α is the production rate of virus. c is the death of virus. The new target cells are produced at the constant rate s and the target cells dies before getting infected at the rate dT and it’s the natural death, α, β , δ, c, s & d these six parameters estimations through the viral dynamics V, Homotopy Perturbation Method is used to derive the approximate solutions of the Nonlinear Differential Equation systems, The numerical solutions carried out from the MATLAB programme.

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