Optimal control strategy for adherence to different treatment regimen in various stages of tuberculosis infection

Global dynamics of a tuberculosis model with sensitivity of the smear microscopy

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Dynamical behavior and control strategy of a dengue epidemic model

(2020) Anupam Khatua et al.   European Physical Journal Plus

Dynamical analysis of an age-structured tuberculosis mathematical model with LTBI detectivity

(2020) Dhiraj Kumar Das et al.   JOURNAL OF MATHEMATICAL ANALYSIS AND APPLICATIONS

Optimal control strategies for tuberculosis dynamics with exogenous reinfections in case of treatment at home and treatment in hospital

(2019) Tuğba Akman Yıldız et al.   NONLINEAR DYNAMICS

Transmission dynamics of tuberculosis with multiple re-infections

(2019) Dhiraj Kumar Das et al.   CHAOS SOLITONS & FRACTALS

Dynamics of tuberculosis transmission with exogenous reinfections and endogenous reactivation

(2018) Subhas Khajanchi et al.   PHYSICA A-STATISTICAL MECHANICS AND ITS APPLICATIONS

Estimating tuberculosis incidence from primary survey data: a mathematical modeling approach

(2017) S. Pandey et al.   INTERNATIONAL JOURNAL OF TUBERCULOSIS AND LUNG DISEASE

Characteristics of Patients with Smear-Negative Pulmonary Tuberculosis (TB) in a Region with High TB and HIV Prevalence

(2016) Leandro Cruz Campos et al.   PLoS One

Application of three controls optimally in a vector-borne disease – a mathematical study

(2013) T.K. Kar et al.   Communications in Nonlinear Science and Numerical Simulation

Modeling the impact of early therapy for latent tuberculosis patients and its optimal control analysis

(2013) S. Mushayabasa et al.   JOURNAL OF BIOLOGICAL PHYSICS

A theoretical study on mathematical modelling of an infectious disease with application of optimal control

(2012) T.K. Kar et al.   BIOSYSTEMS

Stability analysis and optimal vaccination of an SIR epidemic model

(2008) Gul Zaman et al.   BIOSYSTEMS

Tuberculosis Transmission Model with Chemoprophylaxis and Treatment

(2008) C. P. Bhunu et al.   BULLETIN OF MATHEMATICAL BIOLOGY

Determining Important Parameters in the Spread of Malaria Through the Sensitivity Analysis of a Mathematical Model

(2008) Nakul Chitnis et al.   BULLETIN OF MATHEMATICAL BIOLOGY