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research article
Global regularity of wave maps from $R^{2+1}$ to $H^2$. Small energy
We demonstrate that Wave Maps with smooth initial data and small energy from R2+1 to the Lobatchevsky plane stay smooth globally in time. Our method is similar to the one employed in [18]. However, the multilinear estimates required are considerably more involved and present novel technical challenges. In particular, we shall have to work with a modification of the functional analytic framework used in [30], [33], [18].
Type
research article
Author(s)
Date Issued
2004
Publisher
Published in
Volume
250
Start page
507
End page
580
Subjects
Peer reviewed
NON-REVIEWED
Written at
OTHER
EPFL units
Available on Infoscience
November 19, 2010
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