Comput Math Methods Med - A mathematical study of a TB Model with treatment interruptions and two latent periods.

Tópicos

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{ model(3480) simul(1196) paramet(876) }
{ studi(1119) effect(1106) posit(819) }
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Resumo

A TB transmission model which incorporates treatment interruptions and two latent periods is presented. The threshold parameter known as the control reproduction number and the equilibria for the model are determined, and the global asymptotical stabilities of the equilibria are studied by constructing the proper Lyapunov functions. The reproduction numbers and numerical simulations show that treatment of active TB cases always helps to control the TB epidemic, while treatment interruptions may have a negative, positive, or no effect on combating TB epidemic.

Resumo Limpo

tb transmiss model incorpor treatment interrupt two latent period present threshold paramet known control reproduct number equilibria model determin global asymptot stabil equilibria studi construct proper lyapunov function reproduct number numer simul show treatment activ tb case alway help control tb epidem treatment interrupt may negat posit effect combat tb epidem

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