Global dynamics of a reaction and diffusion model for Lyme disease.

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Impact of biodiversity and seasonality on Lyme-pathogen transmission Delay differential systems for tick population dynamics.Global well-posedness of infectious disease models without life-time immunity: the cases of cholera and avian influenza.Modeling Lyme disease transmission

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P2860

Global dynamics of a reaction and diffusion model for Lyme disease.

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2011 nî lūn-bûn

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2011年の論文

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2011年学术文章

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2011年学术文章

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2011年学术文章

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2011年学术文章

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Global dynamics of a reaction and diffusion model for Lyme disease.

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Global dynamics of a reaction and diffusion model for Lyme disease.

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Global dynamics of a reaction and diffusion model for Lyme disease.

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Global dynamics of a reaction and diffusion model for Lyme disease.

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Global dynamics of a reaction and diffusion model for Lyme disease.

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Global dynamics of a reaction and diffusion model for Lyme disease.

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P1476

Global dynamics of a reaction and diffusion model for Lyme disease.

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P2093

Xiao-Qiang Zhao

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P2860

Analysis of linear determinacy for spread in cooperative models.

The geographic spread and temporal increase of the Lyme disease epidemic.

The biological and social phenomenon of Lyme disease.

Dependence of epidemic and population velocities on basic parameters.

Modelling malaria control by introduction of larvivorous fish.

Stage-structured infection transmission and a spatial epidemic: a model for Lyme disease.

Biological growth and spread modeled by systems of recursions. I. Mathematical theory.

Spreading speeds as slowest wave speeds for cooperative systems.

Lyme Disease: Self-regulation and Pathogen Invasion

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s00285-011-0482-9

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787-808

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scholarly article

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10.1007/S00285-011-0482-9

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2011-10-29T00:00:00Z

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Lyme disease

Global dynamics of a reaction and diffusion model for Lyme disease.

about

P2860

P2860

Global dynamics of a reaction and diffusion model for Lyme disease.

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