Caltech/UCLA Joint Analysis Seminar
Well-posedness for the Cubic Dirac equation in the critical space
Ioan Bejenaru,
Associate Professor,
Mathematics,
UCSD,
We establish global well-posedness and scattering for the cubic Dirac equation for small data in the critical space $H^(1/2)(\R^2)$. The theory we develop is the Klein-Gordon counterpart of the Wave Maps / Schroedinger Maps theory. This is joint work with Sebastian Herr.
For more information, please contact Nets Katz by email at [email protected] or visit http://math.caltech.edu/~nets/analysis.html.
Event Series
Caltech/UCLA/USC Joint Analysis Seminar Series
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