On dynamics of diffusive two strain rivalry model

Shaimaa Abdou Dawood

On dynamics of diffusive two strain rivalry model

Shaimaa Abdou Dawood

Mathematics

Research output: Contribution to journal › Article › peer-review

Abstract

We introduce in this paper a multi-strain model with diffusion in the presence
of competition, because reaction diffusion equations are more realistic to describe
several physical phenomena in chemistry, biology, ecology and geology. We also
study the stability conditions. And we introduce numerical simulations which agreed
with equilibria.

Original language	English
Pages (from-to)	597-610
Number of pages	14
Journal	International Journal of Computer Science and Information Security
Volume	14
Issue number	1947-5500
State	Published - May 2016

Keywords

Multi-strain
Infectious diseases
Stability
Diffusion
Turing instability

Cite this

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title = "On dynamics of diffusive two strain rivalry model",

abstract = "We introduce in this paper a multi-strain model with diffusion in the presence of competition, because reaction diffusion equations are more realistic to describe several physical phenomena in chemistry, biology, ecology and geology. We also study the stability conditions. And we introduce numerical simulations which agreed with equilibria.",

keywords = "Multi-strain, Infectious diseases, Stability, Diffusion, Turing instability",

author = "\{Abdou Dawood\}, Shaimaa",

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pages = "597--610",

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T1 - On dynamics of diffusive two strain rivalry model

AU - Abdou Dawood, Shaimaa

PY - 2016/5

Y1 - 2016/5

N2 - We introduce in this paper a multi-strain model with diffusion in the presence of competition, because reaction diffusion equations are more realistic to describe several physical phenomena in chemistry, biology, ecology and geology. We also study the stability conditions. And we introduce numerical simulations which agreed with equilibria.

AB - We introduce in this paper a multi-strain model with diffusion in the presence of competition, because reaction diffusion equations are more realistic to describe several physical phenomena in chemistry, biology, ecology and geology. We also study the stability conditions. And we introduce numerical simulations which agreed with equilibria.

KW - Multi-strain

KW - Infectious diseases

KW - Stability

KW - Diffusion

KW - Turing instability

M3 - Article

SN - 1947-5500

VL - 14

SP - 597

EP - 610

JO - International Journal of Computer Science and Information Security

JF - International Journal of Computer Science and Information Security

IS - 1947-5500

ER -

On dynamics of diffusive two strain rivalry model

Abstract

Keywords

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Cite this