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Prey preference and cell wall-mediated resistance shape predation efficiency in Saccharomycopsis schoenii. [PDF]
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MULTI-TEAM PREY-PREDATOR MODEL
International Journal of Modern Physics C, 2007Here, we apply multi team concept to the prey-predator model. The prey teams help each other. Local stability of the system is studied. Global stability and persistence of the model without help are investigated.
Elettreby, M. F., El-Metwally, H.
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Geometric optimization for prey–predator strategies
Journal of Mathematical Biology, 2011This paper investigates several strategies for prey and predator in both bounded and unbounded domains, assuming they have the same speed. The work describes how the prey should move to escape from the predator and how predator should move to catch the prey. The approach is agent-based and explicitly tracks movement of individuals as prey and predator.
Bader, Alshamary, Ovidiu, Calin
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Applied Soft Computing, 2017
Abstract Prey predator algorithm is a population based metaheuristic algorithm inspired by the interaction between a predator and its prey. In the algorithm, a solution with a better performance is called best prey and focuses totally on exploitation whereas the solution with least performance is called predator and focuses totally on exploration ...
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Abstract Prey predator algorithm is a population based metaheuristic algorithm inspired by the interaction between a predator and its prey. In the algorithm, a solution with a better performance is called best prey and focuses totally on exploitation whereas the solution with least performance is called predator and focuses totally on exploration ...
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2021
We consider an extended prey–predator model of a population with four types of agents. First, the classic prey–predator model of Lotka–Volterra is overviewed and an extension to four species is simulated in the continuous version. An uncertainty of parameters is treated using differential inclusions.
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We consider an extended prey–predator model of a population with four types of agents. First, the classic prey–predator model of Lotka–Volterra is overviewed and an extension to four species is simulated in the continuous version. An uncertainty of parameters is treated using differential inclusions.
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IEEE Transactions on Systems, Man, and Cybernetics, 1991
Improvising on the ideas of Leslie and Gower as well as Holling and Tanner, a new prey-predator model that yields solutions processing either stable limit cycle or stable equilibrium is presented. Certain additional positive features of the model are pointed out. A stability analysis of the equilibrium point is also carried out. >
V. Rai, V. Kumar, L.K. Pande
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Improvising on the ideas of Leslie and Gower as well as Holling and Tanner, a new prey-predator model that yields solutions processing either stable limit cycle or stable equilibrium is presented. Certain additional positive features of the model are pointed out. A stability analysis of the equilibrium point is also carried out. >
V. Rai, V. Kumar, L.K. Pande
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Prey-Predator-Protector Model for Cancer
IEEE Transactions on Biomedical Engineering, 1981This paper presents a simulation model of the disease cancer. Various aspects of the disease are noted and changes in these aspects are modeled to indicate their resemblance to real-life situations. As with any model, its validity depends on how well it conforms with experimental evidence, and how useful it is as a predictor of future events.
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Seasonal influences on a prey–predator model
Journal of Applied Mathematics and Computing, 2014zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Moussaoui, Ali, Bouguima, Sidi Mohamed
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Experiments on a Prey Predators System
2003The paper describes a prey-predators system devoted to perform experiments on concurrent complex environment. The problem has be treated as an optimization problem. The prey goal is to escape from the predators reaching its lair, while predators want to capture the prey.
DI GESU', Vito, LO BOSCO, Giosue'
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A Prey-Predator Model with Hysteresis Effect
SIAM Journal on Mathematical Analysis, 2005From the introduction: The paper deals with a class of prey-predator models which could take into account the diffusive as well as the hysteresis effects in the evolution of the populations and is described by the followinig system of PDEs: \[ \sigma_t-\bigl(\lambda(u)\bigr)_t-\kappa\Delta\sigma+\partial I_{u,v} (\sigma)\ni F(\sigma,u,v)\text{ in } Q, \
Aiki, Toyohiko, Minchev, Emil
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