Abstract The theory of resonance in population persistence proposes that the survival of a population that is exposed to externally inflicted loss processes (disturbances) during part of its life cycle is dependent on the relation between the average period of the disturbances and the average generation time of the population. This suggests that the size of a population can be controlled by manipulating the period between external disturbances. This theory, first formalized in a study of intertidal Red Sea mollusks exposed to periodic storms, has been found to apply to such seemingly disparate phenomena as the spread of a pathogen among susceptible individuals and the response of malignant cancer cells to chemotherapy. The current article p...
Media coverage can greatly impact the spread of infectious diseases. Taking into consideration the i...
We point out that a simple and generic strategy in order to lower the risk for extinction consists i...
Modifications or extensions of the classical Susceptible-Infected-Recovered (SIR) model that account...
Abstract The theory of resonance in population persistence proposes that the survival of a populatio...
<p><b>7</b>.A Amplitudes of the uctuations for the infected, virulent population. Blue circles: the ...
A deterministic population dynamics model involving birth and death for a two-species system, compri...
Dynamical systems theory predicts that inherently oscillatory systems undergoing periodic forcings w...
International audienceMany populations are subjected to external perturbations that increase or decr...
We study a Langevin equation derived from the Michaelis-Menten (MM) phenomenological scheme for cata...
Mathematical models provide a great deal of information about the dynamics of disease spread. In thi...
<p>Deterministic (black line) and stochastic (red dots) profiles for the amount of infected host, no...
Cancer, a family of over a hundred disease varieties, results in 600,000 deaths in the U.S. alone. Y...
We investigate a mathematical model describing the growth of tumor in the presence of immune respons...
We find that epidemic resurgence, defined as an upswing in the effective reproduction number (R) of ...
Historically, infectious diseases caused considerable damage to human societies, and they continue t...
Media coverage can greatly impact the spread of infectious diseases. Taking into consideration the i...
We point out that a simple and generic strategy in order to lower the risk for extinction consists i...
Modifications or extensions of the classical Susceptible-Infected-Recovered (SIR) model that account...
Abstract The theory of resonance in population persistence proposes that the survival of a populatio...
<p><b>7</b>.A Amplitudes of the uctuations for the infected, virulent population. Blue circles: the ...
A deterministic population dynamics model involving birth and death for a two-species system, compri...
Dynamical systems theory predicts that inherently oscillatory systems undergoing periodic forcings w...
International audienceMany populations are subjected to external perturbations that increase or decr...
We study a Langevin equation derived from the Michaelis-Menten (MM) phenomenological scheme for cata...
Mathematical models provide a great deal of information about the dynamics of disease spread. In thi...
<p>Deterministic (black line) and stochastic (red dots) profiles for the amount of infected host, no...
Cancer, a family of over a hundred disease varieties, results in 600,000 deaths in the U.S. alone. Y...
We investigate a mathematical model describing the growth of tumor in the presence of immune respons...
We find that epidemic resurgence, defined as an upswing in the effective reproduction number (R) of ...
Historically, infectious diseases caused considerable damage to human societies, and they continue t...
Media coverage can greatly impact the spread of infectious diseases. Taking into consideration the i...
We point out that a simple and generic strategy in order to lower the risk for extinction consists i...
Modifications or extensions of the classical Susceptible-Infected-Recovered (SIR) model that account...