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Large time dynamics in Klein-Gordon equations

发布时间:2025年12月02日 08:54 浏览量:

Scientific talk 2: Large time dynamics in Klein-Gordon equations

人:Louis Garénaux (KIT, 卡尔斯鲁厄理工公司)

报告时间:20251211日(星期四)9:00—10:00

报告地点:beat365114(小报告厅)      

校内联系人:廖娴 教授         联系方式:84708351-8501


Abstract:The Klein-Gordon equation is a wave equation with an additional mass damping term. In this presentation, I will review some literature about the dynamic of such equation when settled on an unbounded one-dimensional spatial domain. I will further present some new results regarding the global existence and long time behaviour of solutions that are initialy close to constant or periodic equilibria.

Most notably, I will talk about a viscous approximation of this equation, as well as describe how uniformly local orbital stability can be obtained from polar decomposition.

It is a joint work with Björn de Rijk and Emile Bukieda.


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