Bifurcation Problem for Eigenvalues of a Nonlocal Differential Equation

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概要

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• Bifurcation problem for the eigenvalues of a second order differential equation with nonlocal term is considered. The problem is from a linearized stability problem for the kinematic equation with global feedback [1]. By differentiating the equation a third order equation is derived, and then the bifurcation curves of eigenvalues are investigated.

• 宇部工業高等専門学校の論文

著者

• Osaki Koichi

  宇部工業高等専門学校経営情報学科

• Osaki Koichi

  宇部工業高等専門学校・一般科

• Miura Kei

  宇部工業高等専門学校・一般科

関連論文

• Global Well-Posedness and Exponential Attractor for the Oregonator System with Global Feedback
• Bifurcation Problem for Eigenvalues of a Nonlocal Differential Equation
• Stability of the Constant Stationary Solution to One-Dimensional Adsorbate-Induced Phase Transition Model

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