Mathematical Study of Epidemic Models - Kumar G, Ranjith
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This book covers mathematical study of epidemic model and explores mathematical modeling techniques for infectious disease dynamics, focusing on stability, bifurcation analysis, stochastic influences, diffusion, and optimal control. It begins with an introductory overview of epidemiological concepts, historical modeling approaches, and methodologies. The subsequent chapters present the author's original contributions, analyzing various epidemic models under deterministic, delayed, stochastic, and controlled frameworks.

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Produktbeschreibung
This book covers mathematical study of epidemic model and explores mathematical modeling techniques for infectious disease dynamics, focusing on stability, bifurcation analysis, stochastic influences, diffusion, and optimal control. It begins with an introductory overview of epidemiological concepts, historical modeling approaches, and methodologies. The subsequent chapters present the author's original contributions, analyzing various epidemic models under deterministic, delayed, stochastic, and controlled frameworks.
Autorenporträt
Dr. G. Ranjith Kumar, has teaching experience of 18 years. His interest areas are mathematical modeling in ecology and epidemiology. He has published 25 research papers in reputed international journals. He is a life member of various prestigious  mathematical associations across the globe.