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Resilience and Bifurcations in Viral Infection Models With Drug Resistance and Time-Varying Dynamics by debdeepdrroy is a document available to read on EtoBox.

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This study develops a mathematical model to analyze viral infection dynamics, focusing on drug resistance and time-varying treatment efficacy. Key parameters such as the basic reproduction number (R0) are derived to assess the potential for viral persistence or eradication, revealing complex behaviors like bifurcations. The findings emphasize the importance of pharmacodynamics in treatment strategies for viral infections, particularly in the context of HIV therapy.

Author

debdeepdrroy

Language

EN