The exp-Rabelo equation describes pseudo-spherical surfaces. It is a nonlinear evolution equation. In this paper the wellposedness of bounded from above solutions for the initial value problem associated to this equation is studied.
The initial value problem for a third-order dispersive flow into compact almost Hermitian manifolds
Approximate solutions to the initial value problem for some compressible flows in presence of shocks and void regions
The initial value problem for the binormal flow with rough data
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