Qualitative Theory of Stable Stationary Localized Structures in One Dimension

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概要

• 論文の詳細を見る

• In this paper we study the existence, the stability properties, and the bifurcation structure of static localized solutions in one dimension, near the robust existence of stable fronts between homogeneous solutions and periodic patterns.We use the qualitative theory of differential equation to reinterpret the theory of these stable fronts as developed by Pomeau, and then use the same framework to develop a theory of stationary localized structures.

• 理論物理学刊行会の論文
• 2000-07-14

著者

• Riera C

  Institut Non Lineaire De Nice

• COULLET Pierre

  Institut Non Lineaire de Nice

• RIERA Christophe

  Institut Non Lineaire de Nice

• TRESSER Charles

  IBM

• Coullet P

  Institut Non Lineaire De Nice

関連論文

• Qualitative Theory of Stable Stationary Localized Structures in One Dimension
• Instabilities of Coupled Quasi-Homoclinic Limit Cycles

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