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Preprint Oct 2026

Local well-posedness of wave kinetic equations associated with water waves

We prove two conceptually different local well-posedness results for wave kinetic equations associated with water-wave systems. For pure gravity waves with 2D interfaces, we establish a classical well-posedness theory in weighted Sobolev spaces: regularity is propagated, and solutions depend continuously on the initial...

Yu Deng, A. Ionescu, F. Pusateri · 0 citations

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