Establishes local wellposedness for 2D water waves with cornered/cusped interfaces that is uniform in gravity g (including g=0), with blowup examples proving optimality of the result.
48, Cambridge University Press, Cambridge, 1997, Calder´ on-Z ygmund and multilinear operators, Trans- lated from the 1990 and 1991 French originals by David Saling er
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Uniform in gravity estimates for 2D water waves
Establishes local wellposedness for 2D water waves with cornered/cusped interfaces that is uniform in gravity g (including g=0), with blowup examples proving optimality of the result.