Evolution Equations and Integrable Systems
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Organizer(s): |
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Affiliation:
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Alex Himonas
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University of Notre Dame
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USA
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Fangchi Yan
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Virginia Tech
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USA
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Introduction:
| | Linear and nonlinear evolution equations have been at the forefront of advances in partial differential equations for a long time. They are involved in beautiful, yet extremely challenging problems, with a strong physical background, for which progress is achieved through a mixture of techniques lying at the interface between analysis and integrable systems. Topics studied for these equations include, among others, traveling waves, initial-boundary value problems, local and global well-posedness, inverse scattering, stability, and integrability.
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