Wave equations associated to Liouville systems and constant mean curvature equations

Mathematics – Analysis of PDEs

Scientific paper

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Scientific paper

We study the wave analog of the Liouville equation and the constant mean
curvature equations in 2 space dimensions, which are energy critical. We
exhibit a blow-up criteria for the former using tools from conformal geometry,
and we exhibit finite time blow-up for the latter under suitable assumptions on
the initial data.

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