Large data local solutions for the derivative NLS equation
classification
🧮 math.AP
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dataderivativeequationlargelocalresultauthorcite
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We consider the Derivative NLS equation with general quadratic nonlinearities. In \cite{be2} the first author has proved a sharp small data local well-posedness result in Sobolev spaces with a decay structure at infinity in dimension $n = 2$. Here we prove a similar result for large initial data in all dimensions $n \geq 2$.
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