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The book delves into the role of quiescent phases in various biological models, examining scenarios where individuals or cells temporarily cease activity. It begins with foundational principles of coupled and quiescent systems, exploring concepts like periodic orbits and oscillation stabilization. Subsequent chapters analyze classical models—ranging from delay equations to ecological and epidemiological frameworks—by incorporating quiescence, revealing novel insights on stability, epidemic dynamics, and evolutionary strategies.
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Topics in Mathematical Biology, Karl-Peter Hadeler
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- 2018
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