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SUMMARY:Summer School 2026 »Stability of Nonlinear Waves«
DTSTART:20260831T110000Z
DTEND:20260904T113000Z
DTSTAMP:20260428T003300Z
UID:indico-event-5554@indico.kit.edu
CONTACT:admin@waves.kit.edu
DESCRIPTION:This summer school focuses on the stability of nonlinear waves
  in evolution equations. These special solutions arise in many applied pro
 blems where they model\, for instance\, water waves\, nerve impulses in ax
 ons\, or pulses in optical fibers. Understanding the dynamic stability of 
 these waves is therefore a fundamental question in both theory and applica
 tions.\nThe program of the summer school begins with a short recap on the 
 stability theory for fixed points in ordinary differential equations\, pro
 viding the foundation for extending these ideas to nonlinear PDEs. The cou
 rse then develops two complementary approaches: a Duhamel-based framework 
 for dissipative PDEs\, and a variational framework tailored to Hamiltonian
  systems. Both nonlinear stability approaches rely heavily on the spectral
  analysis of differential operators\, for which the school will provide th
 e necessary tools and techniques.\n\nhttps://indico.kit.edu/event/5554/
LOCATION:KIT\, Karlsruhe\, Germany
URL:https://indico.kit.edu/event/5554/
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