DECOMPOSITION OF TRAVELING WAVES PROBLEMS

V. Sobolev, E. Tropkina, E. Shchepakina, L. Zhang
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Abstract

In the article, the traveling waves problem for singularly perturbed systems of semilinear parabolic equations is considered. An effective method for the order reduction of singularly perturbed systems is proposed. The obtained mathematical results are used to study traveling waves both for abstract partial differential equations and for a specific model that can arise in physics problems, chemistry, and biology.
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行波分解问题
研究了半线性抛物型方程奇异摄动系统的行波问题。提出了一种有效的奇异摄动系统降阶方法。所获得的数学结果用于研究行波的抽象偏微分方程和一个特定的模型,可以出现在物理问题,化学和生物学。
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