@article{V S V_A_2021, title={Analysis of seir model with a single control for COVID-19}, volume={5}, url={https://shcpub.in/index.php/cm/article/view/116}, DOI={10.26524/cm89}, abstractNote={<p>A SEIR mathematical model with a single control vaccination is formulated. Properties of Pontryagin’s maximum principle is verified and found the optimal levels of controls. Optimal values of S, E, I, R were derived by equlibrium analysis. Numerical simulations were carried out to exhibit the Susceptible, Exposed, Infectious and Recovery class with and without vaccination.</p&gt;}, number={1}, journal={Journal of Computational Mathematica}, author={V S V, Naga soundarya lakshmi and A, Sabarmathi}, year={2021}, month={Jun.}, pages={28 - 37} }