Bernard Deconinck's Research

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Spectrum of the linearized operator about a soliton solution of hyperbolic NLS
Stability of Nonlinear Waves
Project Collaborators
Nate Bottman (MIT)
Bernard Deconinck (UW)
John Carter (SU)
Todd Kapitula (Calvin college)
Nathan Kutz (UW)
Michael Nivala
Dmitry Pelinovsky (McMaster)
Harvey Segur (CU)
Project Description
Stability plays an essential role in many branches of science and engineering, including several aspects of fluid mechanics, high-speed transmission of information, and feasibility of MHD fusion devices. The objective of this project is to devise new methods for examining stability. Thus far, we have examined different aspects of stability and instability of nonlinear waves using both numerical and analytical techniques.
Department of Applied Mathematics, University of Washington, Lewis Hall #202, Box 353925, Seattle, WA 98195-3925 USA
Email 'info' (at Phone 206-543-5493 Fax 206-685-1440