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Critical non-linear dispersive equations: global existence, scattering, blow-up and universal profiles
Authors:Carlos Kenig
Institution:1. Department of Mathematics, University of Chicago, Chicago, IL, 60637, USA
Abstract:We discuss recent progress in the understanding of the global behavior of solutions to critical non-linear dispersive equations. The emphasis is on global existence, scattering and finite time blow-up. For solutions that are bounded in the critical norm, but which blow-up in finite time, we also discuss the issue of universal profiles at the blow-up time.
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